************** MAGMA ***************** Host 134.58.253.114 (134.58.253.114) Time: Wed Sep 8 07:49:06 2004 Input: RR:=PolynomialRing(GF(2)); F:=ext; R:=PolynomialRing(F); //repeat f:=x^5+Random(F)*x^3+Random(F)*x^2+Random(F)*x+Random(F); C:=HyperellipticCurve(f,x^2+x+1); J:=Jacobian(C); o:=#J; order:=Numerator(o/2); //until IsPrime(order); Output: Magma V2.11-6 Wed Sep 8 2004 07:48:57 on sha [Seed = 1846664862] ------------------------------------- Total time: 7.070 seconds, Total memory usage: 7.09MB ************** MAGMA ***************** Host 134.58.253.114 (134.58.253.114) Time: Wed Sep 8 07:49:30 2004 Input: RR:=PolynomialRing(GF(2)); F:=ext; R:=PolynomialRing(F); //repeat f:=x^5+Random(F)*x^3+Random(F)*x^2+Random(F)*x+Random(F); C:=HyperellipticCurve(f,x^2+x+1); J:=Jacobian(C); o:=#J; order:=Numerator(o/2); //until IsPrime(order); order; Output: Magma V2.11-6 Wed Sep 8 2004 07:49:23 on sha [Seed = 1696257535] ------------------------------------- 11972621413014815917488946133041115984685406683095373 Total time: 6.980 seconds, Total memory usage: 7.19MB ************** MAGMA ***************** Host 128.250.6.243 (128.250.6.243) Time: Wed Sep 8 12:41:19 2004 Input: TatePairing(2,3,4); Output: Magma V2.11-6 Wed Sep 8 2004 12:41:19 on sha [Seed = 41710926] ------------------------------------- >> TatePairing(2,3,4);; ^ User error: Identifier 'TatePairing' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 128.250.6.243 (128.250.6.243) Time: Wed Sep 8 12:41:30 2004 Input: ?tata Output: Magma V2.11-6 Wed Sep 8 2004 12:41:30 on sha [Seed = 108556639] ------------------------------------- No references for word "tata" Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 128.250.6.243 (128.250.6.243) Time: Wed Sep 8 12:41:37 2004 Input: ?tate Output: Magma V2.11-6 Wed Sep 8 2004 12:41:36 on sha [Seed = 175406377] ------------------------------------- =============================================================================== PATH: /magma/ring-field-algebra/function-field/Divisors/divisor-class-group/\ TateLichtenbaumPairing KIND: Intrinsic =============================================================================== TateLichtenbaumPairing(D1, D2, m) : DivFunElt, DivFunElt, RngIntElt -> RngElt The Tate--Lichtenbaum pairing Cl_0[m] x Cl_0/mCl_0 -> k. =============================================================================== Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 128.250.6.243 (128.250.6.243) Time: Wed Sep 8 12:42:50 2004 Input: ?tate Output: Magma V2.11-6 Wed Sep 8 2004 12:42:49 on sha [Seed = 275671034] ------------------------------------- =============================================================================== PATH: /magma/ring-field-algebra/function-field/Divisors/divisor-class-group/\ TateLichtenbaumPairing KIND: Intrinsic =============================================================================== TateLichtenbaumPairing(D1, D2, m) : DivFunElt, DivFunElt, RngIntElt -> RngElt The Tate--Lichtenbaum pairing Cl_0[m] x Cl_0/mCl_0 -> k. =============================================================================== Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 24.125.49.176 (24.125.49.176) Time: Wed Sep 8 12:51:52 2004 Input: 20 1.1 + 22 (1.1) 2 + 24 (1.1) 3 + 26 (1.1) 4 + 28 (1.1) 5 = MathType@MTEF@5@5@+=faaafaart1ev1aaat0uyJj1BTfMBaerbuLwBLnharmWu51MyVXgaruWqVvNCPvMCaebbnrfifHhDYfgasaacH8srps0lbbf9q8WrFfeuY=Hhbbf9v8qqaqFr0xc9pk0xbba9q8WqFfea0=yr0RYxir=Jbba9q8aq0=yq=He9q8qqQ8frFve9Fve9Ff0dmeaabaqaciGacaGaaeqabaWaaeaaeaaakeaadaWcaaqaaiaaikdacaaIWaaabaGaaGymaiaac6cacaaIXaaaaiabgUcaRmaalaaabaGaaGOmaiaaikdaaeaacaGGOaGaaGymaiaac6cacaaIXaGaaiykamaaCaaaleqabaGaaGOmaaaaaaGccqGHRaWkdaWcaaqaaiaaikdacaaI0aaabaGaaiikaiaaigdacaGGUaGaaGymaiaacMcadaahaaWcbeqaaiaaiodaaaaaaOGaey4kaSYaaSaaaeaacaaIYaGaaGOnaaqaaiaacIcacaaIXaGaaiOlaiaaigdacaGGPaWaaWbaaSqabeaacaaI0aaaaaaakiabgUcaRmaalaaabaGaaGOmaiaaiIdaaeaacaGGOaGaaGymaiaac6cacaaIXaGaaiykamaaCaaaleqabaGaaGynaaaaaaGccqGH9aqpaaa@4CF1@ Output: Magma V2.11-6 Wed Sep 8 2004 12:51:51 on sha [Seed = 3668222750] ------------------------------------- >> ^ User error: bad syntax >> ^ User error: bad syntax >> ^ User error: bad syntax >> 20 ^ User error: bad syntax >> ^ User error: bad syntax >> 1.1 ^ User error: bad syntax >> ^ User error: bad syntax >> ^ User error: bad syntax >> + ^ User error: bad syntax >> 22 ^ User error: bad syntax >> ^ User error: bad syntax >> ^ User error: bad syntax >> (1.1(1.1(1.1(1.1 ^ User error: bad syntax >> MathType@MTEF@5@5@+=faaafaart1ev1aaat0uyJj1BTfMBaerbuLwBLnharmWu51 ^ User error: bad syntax >> ^ User error: bad syntax >> ^ User error: bad syntax >> ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 194.42.0.254 (194.42.0.254) Time: Wed Sep 8 15:17:10 2004 Input: SetVerbose("Code",true); print(MinimumDistance(QRCode(GF(2),161))); Output: Magma V2.11-6 Wed Sep 8 2004 15:17:10 on sha [Seed = 4119588390] ------------------------------------- Linear Code over GF(2) of length 161 with 114 generators. Is cyclic Lower Bound: 1, Upper Bound: 48 BCHBound gives the lower bound = 4 Cyclic codes require enumeration of only one generator matrix (rank 114) Time Taken: 0.00 Starting search for low weight codewords... (reset timings) Enumerating using 1 generator at a time: New codeword identified of weight 23, time 0.00 New codeword identified of weight 22, time 0.00 New codeword identified of weight 21, time 0.00 New codeword identified of weight 20, time 0.00 New codeword identified of weight 4, time 0.00 Completed: lower = 3, upper = 4. Elapsed: 0.00s Enumerating using 2 generators at a time: Completed: lower = 5, upper = 4. Elapsed: 0.00s Final Results: lower = 5, upper = 4, Total time: 0.00 4 Total time: 0.199 seconds, Total memory usage: 3.66MB ************** MAGMA ***************** Host 194.42.0.254 (194.42.0.254) Time: Wed Sep 8 15:17:58 2004 Input: SetVerbose("Code",true); print("gf2 n151 QR"); print(MinimumDistance(QRCode(GF(2),151))); save"QRcodes.var"; print("gf2 n161 QR"); print(MinimumDistance(QRCode(GF(2),161))); save"QRcodes.var"; print("gf2 n167 QR"); print(MinimumDistance(QRCode(GF(2),167))); save"QRcodes.var"; print("gf2 n191 QR"); print(MinimumDistance(QRCode(GF(2),191))); Output: WARNING: MAGMA command contains unsafe command 'save', so it will not be executed. ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:19:48 2004 Input: ModularSymbols(980948945); Output: ** WARNING: Computation used more memory than allowed. ** Magma V2.11-6 Wed Sep 8 2004 17:19:48 on sha [Seed = 3166866087] ------------------------------------- Current total memory usage: 3.6MB, failed memory request: 17961.6MB System Error: User memory limit has been reached Total time: 0.199 seconds, Total memory usage: 3.76MB ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:19:55 2004 Input: ModularSymbols(980948); Output: ** WARNING: Computation used more memory than allowed. ** Magma V2.11-6 Wed Sep 8 2004 17:19:53 on sha [Seed = 3100020398] ------------------------------------- Current total memory usage: 62.1MB, failed memory request: 61.9MB System Error: User memory limit has been reached Total time: 1.669 seconds, Total memory usage: 65.09MB ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:20:35 2004 Input: while true x := 2; end while; Output: Magma V2.11-6 Wed Sep 8 2004 17:20:35 on sha [Seed = 2999747710] ------------------------------------- >> x := 2; ^ User error: bad syntax >> end while;; ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:22:00 2004 Input: while true do x := 2; end while; Output: Magma V2.11-6 Wed Sep 8 2004 17:21:54 on sha [Seed = 2281287962] ------------------------------------- Errors: /bin/sh: line 1: 12008 Killed /usr/local/bin/magma ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:22:07 2004 Input: while true do x := 2; end while; Output: Magma V2.11-6 Wed Sep 8 2004 17:20:40 on sha [Seed = 2414983496] ------------------------------------- ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:22:57 2004 Input: while true do x := 2; end while; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 8 2004 17:22:36 on sha [Seed = 2682365676] ------------------------------------- Errors: /bin/sh: line 1: 12016 Killed /usr/local/bin/magma ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:23:22 2004 Input: while true do x := 2; end while; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 8 2004 17:23:01 on sha [Seed = 2548674253] ------------------------------------- Errors: /bin/sh: line 1: 12024 Killed nice /usr/local/bin/magma ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:23:38 2004 Input: while true do x := 2; end while; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 8 2004 17:23:16 on sha [Seed = 1612601674] ------------------------------------- Errors: /bin/sh: line 1: 12046 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:39:30 2004 Input: 2+2 Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 8 2004 17:39:30 on sha [Seed = 1896827921] ------------------------------------- 4 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:39:33 2004 Input: 2+2 Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 8 2004 17:39:32 on sha [Seed = 2130788889] ------------------------------------- 4 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 140.247.241.194 (140.247.241.194) Time: Wed Sep 8 17:39:57 2004 Input: 2+2 Output: Magma V2.11-6 Wed Sep 8 2004 17:39:56 on sha [Seed = 4169581990] ------------------------------------- 4 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:09:49 2004 Input: G:=GongruenceSubgroup(12); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:09:49 on sha [Seed = 1633803204] ------------------------------------- >> G:=GongruenceSubgroup(12); ^ User error: Identifier 'GongruenceSubgroup' has not been declared or assigned >> Generators(G);; ^ User error: Identifier 'G' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:10:18 2004 Input: G:=CongruenceSubgroup(12); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:10:02 on sha [Seed = 1718016820] ------------------------------------- [ [ 23 -12] [ 48 -25], [ 83 -48] [ 396 -229], [ 143 -84] [ 492 -289], [ 59 -36] [ 336 -205], [ 215 -132] [ 588 -361], [ 227 -144] [ 588 -373], [ 131 -84] [ 432 -277], [ 155 -108] [ 432 -301], [ 203 -144] [ 492 -349], [ 47 -36] [ 252 -193], [ 167 -132] [ 396 -313], [ 59 -48] [ 252 -205], [ 131 -108] [ 336 -277], [ 35 -12] [108 -37], [ 227 -84] [1008 -373], [ 95 -36] [ 636 -241], [ 347 -132] [1296 -493], [ 371 -144] [1332 -517], [ 263 -108] [ 996 -409], [ 347 -144] [1188 -493], [ 83 -36] [ 528 -229], [ 299 -132] [1008 -445], [ 107 -48] [ 564 -253], [ 239 -108] [ 852 -385], [ 131 -72] [ 504 -277], [ 109 -60] [ 456 -251], [ 107 -60] [ 708 -397], [ 277 -156] [ 744 -419], [ 275 -156] [ 996 -565], [ 455 -264] [1284 -745], [ 371 -216] [ 888 -517], [ 527 -312] [1380 -817], [ 311 -192] [1440 -889], [ 563 -348] [1380 -853], [ 347 -216] [ 792 -493], [ 325 -204] [ 744 -467], [ 539 -348] [1284 -829], [ 37 -24] [ 276 -179], [ 35 -24] [ 264 -181], [ 191 -132] [ 696 -481], [ 563 -396] [1008 -709], [ 167 -120] [ 636 -457], [ 599 -432] [ 1632 -1177], [ 83 -60] [ 516 -373], [ 215 -156] [ 696 -505], [ 263 -192] [1152 -841], [ 803 -588] [1296 -949], [ 587 -432] [ 996 -733], [ 179 -132] [ 636 -469], [ 311 -240] [1152 -889], [ 635 -492] [1008 -781], [ 551 -432] [ 1440 -1129], [ 143 -120] [ 516 -433], [ 311 -264] [ 708 -601], [ 83 -72] [ 264 -229], [ 479 -132] [2268 -625], [ 515 -144] [2364 -661], [ 491 -144] [2172 -637], [ 431 -132] [1884 -577], [ 347 -108] [1584 -493], [ 169 -60] [ 876 -311], [ 433 -156] [1596 -575], [ 431 -156] [1992 -721], [ 587 -216] [1992 -733], [ 503 -192] [ 2832 -1081], [ 563 -216] [1848 -709], [ 887 -348] [ 3000 -1177], [ 61 -24] [ 516 -203], [ 59 -24] [ 504 -205], [ 1031 -432] [ 3840 -1609], [ 371 -156] [1572 -661], [ 1019 -432] [ 2748 -1165], [ 311 -132] [1416 -601], [ 551 -240] [ 2592 -1129], [ 263 -120] [1212 -553], [ 575 -264] [1884 -865], [ 61 -36] [ 588 -347], [ 1103 -684] [ 4104 -2545], [ 647 -408] [ 2856 -1801], [ 443 -312] [ 2472 -1741], [ 647 -456] [ 2964 -2089], [ 323 -252] [ 1524 -1189], [ 875 -684] [ 2964 -2317], [ 109 -96] [ 612 -539], [ 121 -108] [ 456 -407], [ 455 -108] [2532 -601], [ 589 -156] [2760 -731], [ 527 -156] [2760 -817], [ 1451 -432] [ 5364 -1597], [ 443 -132] [2460 -733], [ 97 -36] [1032 -383], [ 601 -336] [ 3132 -1751], [ 901 -504] [ 3924 -2195], [ 1883 -432] [ 8844 -2029], [ 133 -36] [1548 -419], [-1 0] [12 -1], [169 -36] [108 -23] ] Total time: 15.589 seconds, Total memory usage: 79.63MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:10:33 2004 Input: G:=CongruenceSubgroup(12); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:10:14 on sha [Seed = 421110871] ------------------------------------- [ [ 23 -12] [ 48 -25], [ 83 -48] [ 396 -229], [ 143 -84] [ 492 -289], [ 59 -36] [ 336 -205], [ 215 -132] [ 588 -361], [ 227 -144] [ 588 -373], [ 131 -84] [ 432 -277], [ 155 -108] [ 432 -301], [ 203 -144] [ 492 -349], [ 47 -36] [ 252 -193], [ 167 -132] [ 396 -313], [ 59 -48] [ 252 -205], [ 131 -108] [ 336 -277], [ 35 -12] [108 -37], [ 227 -84] [1008 -373], [ 95 -36] [ 636 -241], [ 347 -132] [1296 -493], [ 371 -144] [1332 -517], [ 263 -108] [ 996 -409], [ 347 -144] [1188 -493], [ 83 -36] [ 528 -229], [ 299 -132] [1008 -445], [ 107 -48] [ 564 -253], [ 239 -108] [ 852 -385], [ 131 -72] [ 504 -277], [ 109 -60] [ 456 -251], [ 107 -60] [ 708 -397], [ 277 -156] [ 744 -419], [ 275 -156] [ 996 -565], [ 455 -264] [1284 -745], [ 371 -216] [ 888 -517], [ 527 -312] [1380 -817], [ 311 -192] [1440 -889], [ 563 -348] [1380 -853], [ 347 -216] [ 792 -493], [ 325 -204] [ 744 -467], [ 539 -348] [1284 -829], [ 37 -24] [ 276 -179], [ 35 -24] [ 264 -181], [ 191 -132] [ 696 -481], [ 563 -396] [1008 -709], [ 167 -120] [ 636 -457], [ 599 -432] [ 1632 -1177], [ 83 -60] [ 516 -373], [ 215 -156] [ 696 -505], [ 263 -192] [1152 -841], [ 803 -588] [1296 -949], [ 587 -432] [ 996 -733], [ 179 -132] [ 636 -469], [ 311 -240] [1152 -889], [ 635 -492] [1008 -781], [ 551 -432] [ 1440 -1129], [ 143 -120] [ 516 -433], [ 311 -264] [ 708 -601], [ 83 -72] [ 264 -229], [ 479 -132] [2268 -625], [ 515 -144] [2364 -661], [ 491 -144] [2172 -637], [ 431 -132] [1884 -577], [ 347 -108] [1584 -493], [ 169 -60] [ 876 -311], [ 433 -156] [1596 -575], [ 431 -156] [1992 -721], [ 587 -216] [1992 -733], [ 503 -192] [ 2832 -1081], [ 563 -216] [1848 -709], [ 887 -348] [ 3000 -1177], [ 61 -24] [ 516 -203], [ 59 -24] [ 504 -205], [ 1031 -432] [ 3840 -1609], [ 371 -156] [1572 -661], [ 1019 -432] [ 2748 -1165], [ 311 -132] [1416 -601], [ 551 -240] [ 2592 -1129], [ 263 -120] [1212 -553], [ 575 -264] [1884 -865], [ 61 -36] [ 588 -347], [ 1103 -684] [ 4104 -2545], [ 647 -408] [ 2856 -1801], [ 443 -312] [ 2472 -1741], [ 647 -456] [ 2964 -2089], [ 323 -252] [ 1524 -1189], [ 875 -684] [ 2964 -2317], [ 109 -96] [ 612 -539], [ 121 -108] [ 456 -407], [ 455 -108] [2532 -601], [ 589 -156] [2760 -731], [ 527 -156] [2760 -817], [ 1451 -432] [ 5364 -1597], [ 443 -132] [2460 -733], [ 97 -36] [1032 -383], [ 601 -336] [ 3132 -1751], [ 901 -504] [ 3924 -2195], [ 1883 -432] [ 8844 -2029], [ 133 -36] [1548 -419], [-1 0] [12 -1], [169 -36] [108 -23] ] Total time: 15.580 seconds, Total memory usage: 79.63MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:10:48 2004 Input: G:=CongruenceSubgroup(12); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:10:25 on sha [Seed = 488480868] ------------------------------------- [ [ 23 -12] [ 48 -25], [ 83 -48] [ 396 -229], [ 143 -84] [ 492 -289], [ 59 -36] [ 336 -205], [ 215 -132] [ 588 -361], [ 227 -144] [ 588 -373], [ 131 -84] [ 432 -277], [ 155 -108] [ 432 -301], [ 203 -144] [ 492 -349], [ 47 -36] [ 252 -193], [ 167 -132] [ 396 -313], [ 59 -48] [ 252 -205], [ 131 -108] [ 336 -277], [ 35 -12] [108 -37], [ 227 -84] [1008 -373], [ 95 -36] [ 636 -241], [ 347 -132] [1296 -493], [ 371 -144] [1332 -517], [ 263 -108] [ 996 -409], [ 347 -144] [1188 -493], [ 83 -36] [ 528 -229], [ 299 -132] [1008 -445], [ 107 -48] [ 564 -253], [ 239 -108] [ 852 -385], [ 131 -72] [ 504 -277], [ 109 -60] [ 456 -251], [ 107 -60] [ 708 -397], [ 277 -156] [ 744 -419], [ 275 -156] [ 996 -565], [ 455 -264] [1284 -745], [ 371 -216] [ 888 -517], [ 527 -312] [1380 -817], [ 311 -192] [1440 -889], [ 563 -348] [1380 -853], [ 347 -216] [ 792 -493], [ 325 -204] [ 744 -467], [ 539 -348] [1284 -829], [ 37 -24] [ 276 -179], [ 35 -24] [ 264 -181], [ 191 -132] [ 696 -481], [ 563 -396] [1008 -709], [ 167 -120] [ 636 -457], [ 599 -432] [ 1632 -1177], [ 83 -60] [ 516 -373], [ 215 -156] [ 696 -505], [ 263 -192] [1152 -841], [ 803 -588] [1296 -949], [ 587 -432] [ 996 -733], [ 179 -132] [ 636 -469], [ 311 -240] [1152 -889], [ 635 -492] [1008 -781], [ 551 -432] [ 1440 -1129], [ 143 -120] [ 516 -433], [ 311 -264] [ 708 -601], [ 83 -72] [ 264 -229], [ 479 -132] [2268 -625], [ 515 -144] [2364 -661], [ 491 -144] [2172 -637], [ 431 -132] [1884 -577], [ 347 -108] [1584 -493], [ 169 -60] [ 876 -311], [ 433 -156] [1596 -575], [ 431 -156] [1992 -721], [ 587 -216] [1992 -733], [ 503 -192] [ 2832 -1081], [ 563 -216] [1848 -709], [ 887 -348] [ 3000 -1177], [ 61 -24] [ 516 -203], [ 59 -24] [ 504 -205], [ 1031 -432] [ 3840 -1609], [ 371 -156] [1572 -661], [ 1019 -432] [ 2748 -1165], [ 311 -132] [1416 -601], [ 551 -240] [ 2592 -1129], [ 263 -120] [1212 -553], [ 575 -264] [1884 -865], [ 61 -36] [ 588 -347], [ 1103 -684] [ 4104 -2545], [ 647 -408] [ 2856 -1801], [ 443 -312] [ 2472 -1741], [ 647 -456] [ 2964 -2089], [ 323 -252] [ 1524 -1189], [ 875 -684] [ 2964 -2317], [ 109 -96] [ 612 -539], [ 121 -108] [ 456 -407], [ 455 -108] [2532 -601], [ 589 -156] [2760 -731], [ 527 -156] [2760 -817], [ 1451 -432] [ 5364 -1597], [ 443 -132] [2460 -733], [ 97 -36] [1032 -383], [ 601 -336] [ 3132 -1751], [ 901 -504] [ 3924 -2195], [ 1883 -432] [ 8844 -2029], [ 133 -36] [1548 -419], [-1 0] [12 -1], [169 -36] [108 -23] ] Total time: 15.580 seconds, Total memory usage: 79.63MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:11:08 2004 Input: G:=CongruenceSubgroup(6); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:11:07 on sha [Seed = 370584325] ------------------------------------- [ [ 11 -6] [ 24 -13], [ 17 -6] [ 54 -19], [ 29 -18] [108 -67], [ 19 -12] [ 84 -53], [ 17 -12] [ 78 -55], [ 41 -30] [108 -79], [ 23 -18] [ 78 -61], [-1 0] [ 6 -1], [ 31 -12] [168 -65], [ 29 -12] [162 -67], [ 71 -30] [ 258 -109], [ 37 -30] [ 132 -107], [ 7 -6] [ 6 -5] ] Total time: 0.490 seconds, Total memory usage: 5.01MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:11:34 2004 Input: G:=CongruenceSubgroup(0,6); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:11:34 on sha [Seed = 185316917] ------------------------------------- [ [1 1] [0 1], [ 1 -1] [ 6 -5], [ 5 -3] [12 -7] ] Total time: 0.190 seconds, Total memory usage: 3.76MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:11:49 2004 Input: G:=CongruenceSubgroup(1,6); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:11:49 on sha [Seed = 50576942] ------------------------------------- [ [1 1] [0 1], [ 1 -1] [ 6 -5], [ 5 -3] [12 -7] ] Total time: 0.200 seconds, Total memory usage: 3.86MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Fri Sep 10 15:12:03 2004 Input: G:=CongruenceSubgroup(6); Generators(G); Output: Magma V2.11-6 Fri Sep 10 2004 15:12:03 on sha [Seed = 943228387] ------------------------------------- [ [ 11 -6] [ 24 -13], [ 17 -6] [ 54 -19], [ 29 -18] [108 -67], [ 19 -12] [ 84 -53], [ 17 -12] [ 78 -55], [ 41 -30] [108 -79], [ 23 -18] [ 78 -61], [-1 0] [ 6 -1], [ 31 -12] [168 -65], [ 29 -12] [162 -67], [ 71 -30] [ 258 -109], [ 37 -30] [ 132 -107], [ 7 -6] [ 6 -5] ] Total time: 0.490 seconds, Total memory usage: 5.01MB ************** MAGMA ***************** Host 200.104.149.67 (200.104.149.67) Time: Fri Sep 10 16:34:10 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Fri Sep 10 2004 16:34:10 on sha [Seed = 1330381271] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.210 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:36:59 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:36:30 on modular [Seed = 3587578458] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.300 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:37:02 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:36:59 on modular [Seed = 3654948418] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.230 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:37:02 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:36:59 on modular [Seed = 3705606983] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.230 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:37:50 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:37:27 on modular [Seed = 2897175250] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.270 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:37:50 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:37:29 on modular [Seed = 2964553422] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.270 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 216.51.235.246 (216.51.235.246) Time: Sat Sep 11 01:37:50 2004 Input: x/3-3x/4=1/12 Output: Magma V2.11-6 Sat Sep 11 2004 01:37:29 on modular [Seed = 2997976268] ------------------------------------- >> x/3-3x/4=1/12; ^ User error: Invalid hexadecimal integer Total time: 0.300 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 217.250.186.117 (217.250.186.117) Time: Sat Sep 11 10:12:07 2004 Input: A:=Matrix(Integers(),8,8,[2,0,1,1,1,0,0,1,0,2,-1,1,0,1,-1,0,1,-1,2,0,1,0,1,1,1,1,0,2,0,1,-1,1,1,0,1,0,2,0,1,1,0,1,0,1,0,2,-1,1, 0,-1,1,-1,1,-1,2,0,1,0,1,1,1,1,0,2]); B:=Matrix(Integers(),8,8,[2,0,1,1,0,1,1,0,0,2,-1,1,-1,0,0,1,1,-1,2,0,1,1,1,0,1,1,0,2,-1,1,0,1,0,-1,1,-1,2,0,1,0,1,0,1,1,0,2,0, 1,1,0,1,0,1,0,2,0,0,1,0,1,0,1,0,2]); L1:=LatticeWithGram(A); L2:=LatticeWithGram(B); IsIsomorphic(L1,L2); Output: Magma V2.11-6 Sat Sep 11 2004 10:12:02 on modular [Seed = 3031888483] ------------------------------------- true [ 0 0 -1 0 -1 0 1 1] [-1 0 1 0 0 0 -1 0] [ 1 0 -1 0 -1 0 1 0] [-1 0 0 0 0 -1 -1 1] [ 1 0 -1 0 0 1 1 -1] [ 1 0 -1 -1 -1 0 0 1] [ 0 -1 -1 1 0 1 1 -1] [ 0 0 0 -1 0 0 -1 0] Total time: 0.280 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 11:02:45 2004 Input: G:=CongruenceGroup(6); Generators(G); Output: Magma V2.11-6 Sat Sep 11 2004 11:02:13 on modular [Seed = 2677919098] ------------------------------------- >> G:=CongruenceGroup(6); ^ Runtime error in 'CongruenceGroup': Bad argument types Argument types given: RngIntElt >> Generators(G);; ^ User error: Identifier 'G' has not been declared or assigned Total time: 0.430 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 11:03:40 2004 Input: G:=CongruenceSubgroup(6); Generators(G); Output: Magma V2.11-6 Sat Sep 11 2004 11:03:28 on modular [Seed = 1717843137] ------------------------------------- [ [ 11 -6] [ 24 -13], [ 17 -6] [ 54 -19], [ 29 -18] [108 -67], [ 19 -12] [ 84 -53], [ 17 -12] [ 78 -55], [ 41 -30] [108 -79], [ 23 -18] [ 78 -61], [-1 0] [ 6 -1], [ 31 -12] [168 -65], [ 29 -12] [162 -67], [ 71 -30] [ 258 -109], [ 37 -30] [ 132 -107], [ 7 -6] [ 6 -5] ] Total time: 0.560 seconds, Total memory usage: 5.01MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 12:19:16 2004 Input: NumberOfSmallGroups(72); Output: Magma V2.11-6 Sat Sep 11 2004 12:18:40 on modular [Seed = 454655771] ------------------------------------- 50 Total time: 0.360 seconds, Total memory usage: 3.76MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 12:19:57 2004 Input: NumberOfSmallGroups(72,1); Output: Magma V2.11-6 Sat Sep 11 2004 12:19:42 on modular [Seed = 3806365211] ------------------------------------- >> NumberOfSmallGroups(72,1);; ^ Runtime error in 'NumberOfSmallGroups': Bad argument types Argument types given: RngIntElt, RngIntElt Total time: 0.210 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 12:20:54 2004 Input: SmallGroups(72,1); Output: Magma V2.11-6 Sat Sep 11 2004 12:20:46 on modular [Seed = 3991898452] ------------------------------------- >> SmallGroups(72,1);; ^ Runtime error in 'SmallGroups': Bad argument types Argument types given: RngIntElt, RngIntElt Total time: 0.230 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 169.226.140.70 (169.226.140.70) Time: Sat Sep 11 12:21:15 2004 Input: SmallGroup(72,1); Output: Magma V2.11-6 Sat Sep 11 2004 12:21:06 on modular [Seed = 3907685497] ------------------------------------- GrpPC of order 72 = 2^3 * 3^2 PC-Relations: $.1^2 = $.2, $.2^2 = $.3, $.3^2 = Id($), $.4^3 = $.5^2, $.5^3 = Id($), $.4^$.1 = $.4^2 * $.5, $.5^$.1 = $.5^2 Total time: 0.240 seconds, Total memory usage: 3.76MB ************** MAGMA ***************** Host 68.163.241.150 (68.163.241.150) Time: Sun Sep 12 00:12:01 2004 Input: -0.02y+0.12(6000-y)=0.11y Output: Magma V2.11-6 Sun Sep 12 2004 00:11:58 on modular [Seed = 3132634968] ------------------------------------- >> -0.02y+0.12(6000-y)=0.11y; ^ User error: bad syntax Total time: 0.270 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 80.104.0.185 (80.104.0.185) Time: Sun Sep 12 08:14:42 2004 Input: 2x2 Output: Magma V2.11-6 Sun Sep 12 2004 08:14:42 on modular [Seed = 2425744465] ------------------------------------- 2 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 80.142.110.23 (80.142.110.23) Time: Sun Sep 12 13:12:36 2004 Input: ifactor(775139191012273984388703707055959000141260608208859938488201038230553380806865010064853296771374) Output: Magma V2.11-6 Sun Sep 12 2004 13:12:33 on modular [Seed = 3991416600] ------------------------------------- >> ifactor(7751391910122739843887037070559590001412606082088599384882010382305 ^ User error: Identifier 'ifactor' has not been declared or assigned Total time: 0.220 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 80.142.110.23 (80.142.110.23) Time: Sun Sep 12 13:12:50 2004 Input: ifactor(775139191012273984388703707055959000141260608208859938488201038230553380806865010064853296771374); Output: Magma V2.11-6 Sun Sep 12 2004 13:12:50 on modular [Seed = 3620869426] ------------------------------------- >> ifactor(7751391910122739843887037070559590001412606082088599384882010382305 ^ User error: Identifier 'ifactor' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 80.142.110.23 (80.142.110.23) Time: Sun Sep 12 13:13:38 2004 Input: factor(775139191012273984388703707055959000141260608208859938488201038230553380806865010064853296771374); Output: Magma V2.11-6 Sun Sep 12 2004 13:13:37 on modular [Seed = 3755613545] ------------------------------------- >> factor(77513919101227398438870370705595900014126060820885993848820103823055 ^ User error: Identifier 'factor' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 80.142.110.23 (80.142.110.23) Time: Sun Sep 12 13:16:06 2004 Input: Factorization(775139191012273984388703707055959000141260608208859938488201038230553380806865010064853296771374); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 12 2004 13:15:45 on modular [Seed = 3672055788] ------------------------------------- Errors: /bin/sh: line 1: 13997 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 24.185.209.9 (24.185.209.9) Time: Sun Sep 12 20:30:42 2004 Input: 3578! Output: Magma V2.11-6 Sun Sep 12 2004 20:30:40 on modular [Seed = 774604128] ------------------------------------- >> 3578!; ^ User error: bad syntax Total time: 0.230 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 129.78.64.100 (129.78.64.100) Time: Mon Sep 13 00:29:39 2004 Input: 1; Output: Magma V2.11-6 Mon Sep 13 2004 00:29:36 on modular [Seed = 4042560470] ------------------------------------- 1 Total time: 0.230 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 130.113.105.244 (130.113.105.244) Time: Mon Sep 13 13:45:26 2004 Input: R:=PolynomialRing(RationalField()); K:=NumberField(x^5+7*x^4+3x^2-x+1); OK:=MaximalOrder(K); I:=2*OK; Factorization(I); Output: Magma V2.11-6 Mon Sep 13 2004 13:45:25 on modular [Seed = 825601185] ------------------------------------- >> K:=NumberField(x^5+7*x^4+3x^2-x+1); ^ User error: Invalid hexadecimal integer >> OK:=MaximalOrder(K); ^ User error: Identifier 'K' has not been declared or assigned >> I:=2*OK; ^ User error: Identifier 'OK' has not been declared or assigned >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 130.113.105.244 (130.113.105.244) Time: Mon Sep 13 13:45:41 2004 Input: R:=PolynomialRing(RationalField()); K:=NumberField(x^5+7*x^4+3*x^2-x+1); OK:=MaximalOrder(K); I:=2*OK; Factorization(I); Output: Magma V2.11-6 Mon Sep 13 2004 13:45:40 on modular [Seed = 1010344413] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.56MB ************** MAGMA ***************** Host 130.113.105.244 (130.113.105.244) Time: Mon Sep 13 13:46:11 2004 Input: R:=PolynomialRing(RationalField()); K:=NumberField(x^5+7*x^4+3*x^2-x+1); OK:=MaximalOrder(K); I:=5*OK; Factorization(I); Output: Magma V2.11-6 Mon Sep 13 2004 13:46:11 on modular [Seed = 994027261] ------------------------------------- [ , , ] Total time: 0.180 seconds, Total memory usage: 3.56MB ************** MAGMA ***************** Host 130.113.105.244 (130.113.105.244) Time: Mon Sep 13 13:46:40 2004 Input: R:=PolynomialRing(RationalField()); K:=NumberField(x^5+7*x^4+3*x^2-x+1); OK:=MaximalOrder(K); I:=10*OK; Factorization(I); Output: Magma V2.11-6 Mon Sep 13 2004 13:46:39 on modular [Seed = 302554] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.56MB ************** MAGMA ***************** Host 38.112.109.12 (38.112.109.12) Time: Mon Sep 13 14:08:04 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Mon Sep 13 2004 14:08:03 on modular [Seed = 1533016189] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 83.129.161.129 (83.129.161.129) Time: Mon Sep 13 14:46:51 2004 Input: (r1+b)*sin w3 = x2-x3+(r1+a)*(x1-x2+r1*sin w1)/(r1+a) Output: Magma V2.11-6 Mon Sep 13 2004 14:46:51 on modular [Seed = 2644064162] ------------------------------------- >> (r1+b)*sin w3 = x2-x3+(r1+a)*(x1-x2+r1*sin w1)/(r1+a); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 83.129.161.129 (83.129.161.129) Time: Mon Sep 13 14:47:14 2004 Input: (r1+b)*sin(w3) = x2-x3+(r1+a)*(x1-x2+r1*sin(w1))/(r1+a) Output: Magma V2.11-6 Mon Sep 13 2004 14:47:13 on modular [Seed = 2594058380] ------------------------------------- >> (r1+b)*sin(w3) = x2-x3+(r1+a)*(x1-x2+r1*sin(w1))/(r1+a); ^ User error: Identifier 'x2' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 83.129.161.129 (83.129.161.129) Time: Mon Sep 13 14:48:10 2004 Input: Solve((r1+b)*sin(w3) = x2-x3+(r1+a)*(x1-x2+r1*sin(w1))/(r1+a)) Output: Magma V2.11-6 Mon Sep 13 2004 14:48:10 on modular [Seed = 3890433449] ------------------------------------- >> Solve((r1+b)*sin(w3) = x2-x3+(r1+a)*(x1-x2+r1*sin(w1))/(r1+a)); ^ User error: Identifier 'x2' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 83.129.161.129 (83.129.161.129) Time: Mon Sep 13 14:54:04 2004 Input: (a + b) * sin(c) = d - e + (a + f) * (g - y + h * s(c))/(a + f) Output: Magma V2.11-6 Mon Sep 13 2004 14:54:04 on modular [Seed = 724534976] ------------------------------------- >> (a + b) * sin(c) = d - e + (a + f) * (g - y + h * s(c))/(a + f); ^ User error: Identifier 'd' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.63.133.99 (66.63.133.99) Time: Mon Sep 13 23:53:32 2004 Input: E := EllipticCurve([0,6800,0,11559996,0]); r,Lvalue:=AnalyticRank(E); r,Lvalue; Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]; Output: Magma V2.11-6 Mon Sep 13 2004 23:53:29 on modular [Seed = 1161981777] ------------------------------------- 1 13.89000000000000000031 4.028207459926197680881 Total time: 0.220 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 66.63.133.99 (66.63.133.99) Time: Mon Sep 13 23:55:35 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,Lvalue:=AnalyticRank(E); r,Lvalue; Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]; Output: Magma V2.11-6 Mon Sep 13 2004 23:55:33 on modular [Seed = 1549498052] ------------------------------------- 1 13.89000000000000000031 4.028207459926197680881 Total time: 0.220 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Tue Sep 14 03:55:27 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=7917157863480469; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 03:55:20 on modular [Seed = 842387703] ------------------------------------- FindGroupOrder2( p: 7917157863480469, s: 7917157863480469 ) >> K := GF(p); ^ Runtime error in 'GF': Argument 1 (7917157863480469) is not a prime power Total time: 0.240 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Tue Sep 14 03:55:52 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=23917104973173909566916321016011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 03:55:47 on modular [Seed = 252242464] ------------------------------------- [ <2, 4>, <3, 1>, <29, 1>, <31, 2>, <41, 1>, <53, 1>, <107, 1>, <21589, 1>, <62773, 1>, <140419, 1>, <229781, 1>, <238729, 1>, <2286601, 1>, <3221525051, 1> ] Total time: 2.629 seconds, Total memory usage: 5.59MB ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Tue Sep 14 04:02:40 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=23917104973173909566916321016011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 04:02:36 on modular [Seed = 517296] ------------------------------------- [ <2, 4>, <3, 1>, <29, 1>, <31, 2>, <41, 1>, <53, 1>, <107, 1>, <21589, 1>, <62773, 1>, <140419, 1>, <229781, 1>, <238729, 1>, <2286601, 1>, <3221525051, 1> ] Total time: 2.609 seconds, Total memory usage: 5.58MB ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Tue Sep 14 04:05:24 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=23917104973173909566916321016011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 04:05:19 on modular [Seed = 404750091] ------------------------------------- [ <2, 4>, <3, 1>, <29, 1>, <31, 2>, <41, 1>, <53, 1>, <107, 1>, <21589, 1>, <62773, 1>, <140419, 1>, <229781, 1>, <238729, 1>, <2286601, 1>, <3221525051, 1> ] Total time: 2.660 seconds, Total memory usage: 5.58MB ************** MAGMA ***************** Host 134.60.67.219 (134.60.67.219) Time: Tue Sep 14 08:54:43 2004 Input: *&[1,2]; *&[]; Output: Magma V2.11-6 Tue Sep 14 2004 08:54:38 on modular [Seed = 1280042866] ------------------------------------- >> *&[1,2]; ^ User error: bad syntax >> *&[];; ^ User error: bad syntax Total time: 0.270 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.60.67.219 (134.60.67.219) Time: Tue Sep 14 08:55:01 2004 Input: &*[1,2]; &*[]; Output: Magma V2.11-6 Tue Sep 14 2004 08:55:01 on modular [Seed = 3014924455] ------------------------------------- 2 &*( S: [] ) In file "/usr/local/magma/package/LieThry/GrpCox.m", line 3006, column 16: >> W := Universe( S ); ^ Runtime error in 'Universe': Illegal null sequence Total time: 0.220 seconds, Total memory usage: 3.86MB ************** MAGMA ***************** Host 134.60.67.219 (134.60.67.219) Time: Tue Sep 14 08:55:45 2004 Input: M2:= MatrixRing(Integers(), 2); Z1:=[ M2!1, M2!1]; Z2:=[ M2!1, M2![2,1,1,2] ]; ok, T:= IsIsometric(Z1, Z2); ok; [ T * Z1[i] * Transpose(T) eq Z2[i]: i in [1..#Z1]]; ok, T:= IsIsometric( LatticeWithGram(Z1[1]), [Z1[2]], LatticeWithGram(Z2[1]), [Z2[2]]); ok; [ T * Z1[i] * Transpose(T) eq Z2[i]: i in [1..#Z1]]; Output: Magma V2.11-6 Tue Sep 14 2004 08:55:44 on modular [Seed = 3065060823] ------------------------------------- true [ true, false ] true [ true, false ] Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.130.164.48 (134.130.164.48) Time: Tue Sep 14 10:49:25 2004 Input: S:=QuadraticField(-1); RingOfIntegers(S); I:=MatrixRing(Integers(),2) ! [0,1,-1,0]; E:=MatrixRing(Integers(),8) ! 1; II:=TensorProduct(E,I); EHUT3:=Matrix(RingOfIntegers(),16,16,[ 2, 0, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2,-1, 1,-1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1,-1, 2, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 2,-1, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0,-1, 1,-1, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 0, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2,-1, 1, 0, 1,-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1,-1, 2, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 2, 0, 1,-1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 2, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 2,-1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0,-1, 1,-1, 1,-1, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 1, 1, 0, 2]); Ai1gross:=AutomorphismGroup([EHUT3,II*EHUT3]); Ai1:=Ai1gross; print "Auto-Gruppen berechnet."; L1:=LatticeWithGram(EHUT3); Output: Magma V2.11-6 Tue Sep 14 2004 10:49:22 on modular [Seed = 2846878824] ------------------------------------- Maximal Equation Order of S Auto-Gruppen berechnet. Total time: 0.320 seconds, Total memory usage: 3.96MB ************** MAGMA ***************** Host 134.130.164.48 (134.130.164.48) Time: Tue Sep 14 10:49:46 2004 Input: S:=QuadraticField(-1); RingOfIntegers(S); I:=MatrixRing(Integers(),2) ! [0,1,-1,0]; E:=MatrixRing(Integers(),8) ! 1; II:=TensorProduct(E,I); EHUT3:=Matrix(RingOfIntegers(),16,16,[ 2, 0, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2,-1, 1,-1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1,-1, 2, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 2,-1, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0,-1, 1,-1, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 0, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2,-1, 1, 0, 1,-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1,-1, 2, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 2, 0, 1,-1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 2, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 2,-1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0,-1, 1,-1, 1,-1, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 1, 1, 0, 2]); Ai1gross:=AutomorphismGroup([EHUT3,II*EHUT3]); Ai1:=Ai1gross; print "Auto-Gruppen berechnet."; L1:=LatticeWithGram(EHUT3); ShortVectors(L1,10,10); Output: ** WARNING: Computation used more memory than allowed. ** Magma V2.11-6 Tue Sep 14 2004 10:49:44 on modular [Seed = 2476070825] ------------------------------------- Maximal Equation Order of S Auto-Gruppen berechnet. Current total memory usage: 82.9MB, failed memory request: 61.6MB System Error: User memory limit has been reached Total time: 1.350 seconds, Total memory usage: 86.97MB ************** MAGMA ***************** Host 66.32.184.114 (66.32.184.114) Time: Tue Sep 14 17:47:30 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Tue Sep 14 2004 17:47:30 on modular [Seed = 4142977341] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.67.3.24 (66.67.3.24) Time: Tue Sep 14 19:03:00 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=23917104973173909566916321016011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 19:02:56 on modular [Seed = 1734434559] ------------------------------------- [ <2, 4>, <3, 1>, <29, 1>, <31, 2>, <41, 1>, <53, 1>, <107, 1>, <21589, 1>, <62773, 1>, <140419, 1>, <229781, 1>, <238729, 1>, <2286601, 1>, <3221525051, 1> ] Total time: 2.759 seconds, Total memory usage: 5.58MB ************** MAGMA ***************** Host 66.67.3.24 (66.67.3.24) Time: Tue Sep 14 19:03:24 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=2391710497317390956691632101612121313131011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 19:03:24 on modular [Seed = 1599694555] ------------------------------------- FindGroupOrder2( p: 239171049731739095669163210161212131313101188504196248632150..., s: 7917157863480469 ) >> K := GF(p); ^ Runtime error in 'GF': Argument 1 (23917104973173909566916321016121213131310118\ 85041962486321502513) is not a prime power Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.67.3.24 (66.67.3.24) Time: Tue Sep 14 19:03:42 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=23917104973173909566916321016011885041962486321502513; s:=7917157863480469; FindGroupOrder2(p,s); Output: Magma V2.11-6 Tue Sep 14 2004 19:03:39 on modular [Seed = 1414688167] ------------------------------------- [ <2, 4>, <3, 1>, <29, 1>, <31, 2>, <41, 1>, <53, 1>, <107, 1>, <21589, 1>, <62773, 1>, <140419, 1>, <229781, 1>, <238729, 1>, <2286601, 1>, <3221525051, 1> ] Total time: 2.669 seconds, Total memory usage: 5.58MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:50:46 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,Lvalue:=AnalyticRank(E); r,Lvalue; Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup)^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:50:44 on modular [Seed = 1111808842] ------------------------------------- 1 13.89000000000000000031 >> Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#Tors ^ Runtime error in '#': Bad argument types Argument types given: Intrinsic Total time: 0.280 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:52:03 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,Lvalue:=AnalyticRank(E); r,Lvalue; Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:52:03 on modular [Seed = 3099468039] ------------------------------------- 1 13.89000000000000000031 64.45131935881916289410 Total time: 0.230 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:52:54 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,AnalyticRank(E);/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:52:54 on modular [Seed = 3031575870] ------------------------------------- >> r,AnalyticRank(E);/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrime ^ User error: Identifier 'r' has not been declared or assigned >> r,AnalyticRank(E);/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrime ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:53:29 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,Lvalue;r,Lvalue=AnalyticRank(E); Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:53:29 on modular [Seed = 2913678408] ------------------------------------- >> r,Lvalue;r,Lvalue=AnalyticRank(E); ^ User error: Identifier 'r' has not been declared or assigned >> r,Lvalue;r,Lvalue=AnalyticRank(E); ^ User error: Identifier 'r' has not been declared or assigned >> Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#Tors ^ User error: Identifier 'Lvalue' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:54:11 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:54:11 on modular [Seed = 2778938778] ------------------------------------- 1 64.45131935881916289410 Total time: 0.210 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 01:54:25 2004 Input: E := EllipticCurve([0,-1,0,-3853337,-2910113895]);r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 01:54:25 on modular [Seed = 2712091020] ------------------------------------- 1 64.45131935881916289410 Total time: 0.220 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 66.63.132.20 (66.63.132.20) Time: Wed Sep 15 02:08:09 2004 Input: E := EllipticCurve([0, -2, 0, -3, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -4, 0, 0, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -6, 0, 5, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -8, 0, 12, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -10, 0, 21, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -12, 0, 32, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -14, 0, 45, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -16, 0, 60, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -18, 0, 77, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -20, 0, 96, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -22, 0, 117, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -24, 0, 140, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Wed Sep 15 2004 02:08:08 on modular [Seed = 3773201812] ------------------------------------- 0 1.000029449904763315993584 >> E := EllipticCurve([0, -4, 0, 0, 0]); ^ Runtime error in 'EllipticCurve': Curve is singular 0 1.000029449904763315993584 0 0.99999159706442125556 0 1.00018562171883295894032 0 0.99995372381138473939 0 1.99995609990175417897 0 1.00039836495953203261526 1 0.88644508068722756977 0 1.00035674946902807761622 0 1.99928277796760529903 0 0.99999980943016291605 1 1.42298780590710821820 Total time: 0.290 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 193.13.42.18 (193.13.42.18) Time: Wed Sep 15 04:51:00 2004 Input: 5*34 Output: Magma V2.11-6 Wed Sep 15 2004 04:50:59 on modular [Seed = 1886991171] ------------------------------------- 170 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 81.210.32.20 (81.210.32.20) Time: Wed Sep 15 06:19:07 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 15 2004 06:19:07 on modular [Seed = 2998658281] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 81.210.32.20 (81.210.32.20) Time: Wed Sep 15 06:19:24 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 15 2004 06:19:24 on modular [Seed = 3082740187] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 06:53:03 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 15 2004 06:53:02 on modular [Seed = 959473525] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 06:55:19 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: Magma V2.11-6 Wed Sep 15 2004 06:55:19 on modular [Seed = 3368130077] ------------------------------------- >> E:=ExtraSpecialGroup(2,3); ^ User error: bad syntax >> A:=AutomorphismGroup(E); ^ User error: Identifier 'E' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 06:57:10 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" E:=ExtraSpecialGroup(2,3: Type:= "+"); A:=AutomorphismGroup(E); Output: Magma V2.11-6 Wed Sep 15 2004 06:57:10 on modular [Seed = 3520639125] ------------------------------------- >> E:=ExtraSpecialGroup(2,3: Type:= ^ User error: bad syntax >> "+"); ^ User error: bad syntax >> A:=AutomorphismGroup(E); ^ User error: Identifier 'E' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 06:57:44 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" AutomorphismGroup(ExtraSpecialGroup(2,3)); Output: Magma V2.11-6 Wed Sep 15 2004 06:57:44 on modular [Seed = 3671309232] ------------------------------------- >> AutomorphismGroup(ExtraSpecialGroup(2,3)); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 06:59:48 2004 Input: E:=ExtraSpecialGroup(2,3); Output: Magma V2.11-6 Wed Sep 15 2004 06:59:47 on modular [Seed = 3790110720] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:00:38 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:00:16 on modular [Seed = 3923806315] ------------------------------------- Errors: /bin/sh: line 1: 939 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:00:52 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:00:25 on modular [Seed = 3974466919] ------------------------------------- Errors: /bin/sh: line 1: 942 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:01:27 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:00:58 on modular [Seed = 4143945566] ------------------------------------- Errors: /bin/sh: line 1: 948 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:01:55 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:01:12 on modular [Seed = 4176582978] ------------------------------------- Errors: /bin/sh: line 1: 954 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:02:06 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:01:23 on modular [Seed = 2206917570] ------------------------------------- Errors: /bin/sh: line 1: 961 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:02:06 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:01:10 on modular [Seed = 4126970945] ------------------------------------- Errors: /bin/sh: line 1: 951 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:02:08 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:01:12 on modular [Seed = 4294352453] ------------------------------------- Errors: /bin/sh: line 1: 957 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:03:58 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:36 on modular [Seed = 2407985024] ------------------------------------- Errors: /bin/sh: line 1: 973 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:27 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:38 on modular [Seed = 2459693726] ------------------------------------- Errors: /bin/sh: line 1: 976 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:36 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:44 on modular [Seed = 2442719623] ------------------------------------- Errors: /bin/sh: line 1: 979 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:38 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:45 on modular [Seed = 2610101132] ------------------------------------- Errors: /bin/sh: line 1: 985 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:39 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:46 on modular [Seed = 2643787145] ------------------------------------- Errors: /bin/sh: line 1: 991 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:39 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:47 on modular [Seed = 2813249458] ------------------------------------- Errors: /bin/sh: line 1: 997 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:42 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:45 on modular [Seed = 2493379715] ------------------------------------- Errors: /bin/sh: line 1: 982 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:42 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:45 on modular [Seed = 2660761225] ------------------------------------- Errors: /bin/sh: line 1: 988 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:42 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:02:46 on modular [Seed = 2695479476] ------------------------------------- Errors: /bin/sh: line 1: 994 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:48 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:03:08 on modular [Seed = 3015365533] ------------------------------------- Errors: /bin/sh: line 1: 1009 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 147.188.56.215 (147.188.56.215) Time: Wed Sep 15 07:04:49 2004 Input: E:=ExtraSpecialGroup(2,3); A:=AutomorphismGroup(E); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 15 2004 07:03:04 on modular [Seed = 2896546950] ------------------------------------- Errors: /bin/sh: line 1: 1006 Killed nice -n 19 /usr/local/bin/magma ************** MAGMA ***************** Host 212.202.8.22 (212.202.8.22) Time: Wed Sep 15 19:40:35 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 15 2004 19:40:35 on modular [Seed = 151034550] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 202.154.65.186 (202.154.65.186) Time: Wed Sep 15 22:03:58 2004 Input: /p 70 exp(Pi*sqrt(-1)) Output: Magma V2.11-6 Wed Sep 15 2004 22:03:58 on modular [Seed = 1364780176] ------------------------------------- >> /p 70 ^ User error: bad syntax >> exp(Pi*sqrt(-1)); ^ User error: Identifier 'sqrt' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:27:45 2004 Input: 100001100001100001100001100001100001 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:27:45 on modular [Seed = 1599585513] ------------------------------------- 100001100001100001100001100001100001/7 Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:28:31 2004 Input: 100001100001100001100001100001100001 / 7; Output: Magma V2.11-6 Thu Sep 16 2004 10:28:31 on modular [Seed = 1179558942] ------------------------------------- 100001100001100001100001100001100001/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:28:42 2004 Input: 140 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:28:42 on modular [Seed = 1095344908] ------------------------------------- 20 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:28:57 2004 Input: 144614461446144614461446 Output: Magma V2.11-6 Thu Sep 16 2004 10:28:56 on modular [Seed = 1279569459] ------------------------------------- 144614461446144614461446 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:29:01 2004 Input: 144614461446144614461446 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:29:01 on modular [Seed = 2004849933] ------------------------------------- 20659208778020659208778 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:29:15 2004 Input: 144461444614446144461444614446 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:29:15 on modular [Seed = 2121702418] ------------------------------------- 20637349230635163494492087778 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:29:30 2004 Input: 144144144144144144 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:29:30 on modular [Seed = 2037488484] ------------------------------------- 20592020592020592 Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:29:49 2004 Input: 123456 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:29:48 on modular [Seed = 1684833903] ------------------------------------- 123456/7 Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Thu Sep 16 10:29:57 2004 Input: 123456123456123456123456123456123456 / 7 Output: Magma V2.11-6 Thu Sep 16 2004 10:29:57 on modular [Seed = 1869057373] ------------------------------------- 123456123456123456123456123456123456/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:07:22 2004 Input: p = 5; q = 7; n = p*q; Output: Magma V2.11-6 Thu Sep 16 2004 12:07:22 on modular [Seed = 1449045306] ------------------------------------- >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'q' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:08:11 2004 Input: Q = Rationalfield(); p = 5; q = 7; n = p*q; Output: Magma V2.11-6 Thu Sep 16 2004 12:08:10 on modular [Seed = 1549051744] ------------------------------------- >> Q = Rationalfield(); ^ User error: Identifier 'Rationalfield' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'q' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:08:17 2004 Input: Q = RationalField(); p = 5; q = 7; n = p*q; Output: Magma V2.11-6 Thu Sep 16 2004 12:08:16 on modular [Seed = 1498522239] ------------------------------------- >> Q = RationalField(); ^ User error: Identifier 'Q' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'q' has not been declared or assigned >> p = 5; q = 7; n = p*q;; ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:08:54 2004 Input: Q := RationalField(); p := 5; q := 7; n := p*q; Output: Magma V2.11-6 Thu Sep 16 2004 12:08:53 on modular [Seed = 1129035904] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:09:04 2004 Input: Q := RationalField(); p := 5; q := 7; n := p*q; print n; Output: Magma V2.11-6 Thu Sep 16 2004 12:09:04 on modular [Seed = 1279571898] ------------------------------------- 35 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:09:51 2004 Input: Q := RationalField(); p := 5; q := 7; n := p*q; r := 0; rand(9); Output: Magma V2.11-6 Thu Sep 16 2004 12:09:51 on modular [Seed = 1229042384] ------------------------------------- >> rand(9);; ^ User error: Identifier 'rand' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 134.147.78.53 (134.147.78.53) Time: Thu Sep 16 12:09:57 2004 Input: Q := RationalField(); p := 5; q := 7; n := p*q; r := 0; Rand(9); Output: Magma V2.11-6 Thu Sep 16 2004 12:09:57 on modular [Seed = 1920633329] ------------------------------------- >> Rand(9);; ^ User error: Identifier 'Rand' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:35:51 2004 Input: M:=ModularSymbols(6,5); C:=CuspidalSubspace(M); f:=qExpansionBasis(C,100); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:35:51 on modular [Seed = 2290095318] ------------------------------------- [] Total time: 0.220 seconds, Total memory usage: 4.62MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:44:41 2004 Input: G := DirichletGroup(5, RationalField()); M:=ModularSymbols(5,6); C:=CuspidalSubspace(M); f:=qExpansionBasis(C,100); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:44:41 on modular [Seed = 3182765053] ------------------------------------- [ q + 2*q^2 - 4*q^3 - 28*q^4 + 25*q^5 - 8*q^6 + 192*q^7 - 120*q^8 - 227*q^9 + 50*q^10 - 148*q^11 + 112*q^12 + 286*q^13 + 384*q^14 - 100*q^15 + 656*q^16 - 1678*q^17 - 454*q^18 + 1060*q^19 - 700*q^20 - 768*q^21 - 296*q^22 + 2976*q^23 + 480*q^24 + 625*q^25 + 572*q^26 + 1880*q^27 - 5376*q^28 - 3410*q^29 - 200*q^30 - 2448*q^31 + 5152*q^32 + 592*q^33 - 3356*q^34 + 4800*q^35 + 6356*q^36 + 182*q^37 + 2120*q^38 - 1144*q^39 - 3000*q^40 - 9398*q^41 - 1536*q^42 - 1244*q^43 + 4144*q^44 - 5675*q^45 + 5952*q^46 - 12088*q^47 - 2624*q^48 + 20057*q^49 + 1250*q^50 + 6712*q^51 - 8008*q^52 + 23846*q^53 + 3760*q^54 - 3700*q^55 - 23040*q^56 - 4240*q^57 - 6820*q^58 - 20020*q^59 + 2800*q^60 + 32302*q^61 - 4896*q^62 - 43584*q^63 - 10688*q^64 + 7150*q^65 + 1184*q^66 + 60972*q^67 + 46984*q^68 - 11904*q^69 + 9600*q^70 - 32648*q^71 + 27240*q^72 - 38774*q^73 + 364*q^74 - 2500*q^75 - 29680*q^76 - 28416*q^77 - 2288*q^78 - 33360*q^79 + 16400*q^80 + 47641*q^81 - 18796*q^82 + 16716*q^83 + 21504*q^84 - 41950*q^85 - 2488*q^86 + 13640*q^87 + 17760*q^88 + 101370*q^89 - 11350*q^90 + 54912*q^91 - 83328*q^92 + 9792*q^93 - 24176*q^94 + 26500*q^95 - 20608*q^96 - 119038*q^97 + 40114*q^98 + 33596*q^99 + O(q^100) ] Total time: 0.310 seconds, Total memory usage: 5.14MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:45:10 2004 Input: G := DirichletGroup(5, RationalField()); G; M:=ModularSymbols(5,6); C:=CuspidalSubspace(M); f:=qExpansionBasis(C,100); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:45:10 on modular [Seed = 2964860639] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field [ q + 2*q^2 - 4*q^3 - 28*q^4 + 25*q^5 - 8*q^6 + 192*q^7 - 120*q^8 - 227*q^9 + 50*q^10 - 148*q^11 + 112*q^12 + 286*q^13 + 384*q^14 - 100*q^15 + 656*q^16 - 1678*q^17 - 454*q^18 + 1060*q^19 - 700*q^20 - 768*q^21 - 296*q^22 + 2976*q^23 + 480*q^24 + 625*q^25 + 572*q^26 + 1880*q^27 - 5376*q^28 - 3410*q^29 - 200*q^30 - 2448*q^31 + 5152*q^32 + 592*q^33 - 3356*q^34 + 4800*q^35 + 6356*q^36 + 182*q^37 + 2120*q^38 - 1144*q^39 - 3000*q^40 - 9398*q^41 - 1536*q^42 - 1244*q^43 + 4144*q^44 - 5675*q^45 + 5952*q^46 - 12088*q^47 - 2624*q^48 + 20057*q^49 + 1250*q^50 + 6712*q^51 - 8008*q^52 + 23846*q^53 + 3760*q^54 - 3700*q^55 - 23040*q^56 - 4240*q^57 - 6820*q^58 - 20020*q^59 + 2800*q^60 + 32302*q^61 - 4896*q^62 - 43584*q^63 - 10688*q^64 + 7150*q^65 + 1184*q^66 + 60972*q^67 + 46984*q^68 - 11904*q^69 + 9600*q^70 - 32648*q^71 + 27240*q^72 - 38774*q^73 + 364*q^74 - 2500*q^75 - 29680*q^76 - 28416*q^77 - 2288*q^78 - 33360*q^79 + 16400*q^80 + 47641*q^81 - 18796*q^82 + 16716*q^83 + 21504*q^84 - 41950*q^85 - 2488*q^86 + 13640*q^87 + 17760*q^88 + 101370*q^89 - 11350*q^90 + 54912*q^91 - 83328*q^92 + 9792*q^93 - 24176*q^94 + 26500*q^95 - 20608*q^96 - 119038*q^97 + 40114*q^98 + 33596*q^99 + O(q^100) ] Total time: 0.300 seconds, Total memory usage: 5.14MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:45:18 2004 Input: G := DirichletGroup(5, RationalField()); G; M:=ModularSymbols(5,6); C:=CuspidalSubspace(M); f:=qExpansionBasis(C,10); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:45:18 on modular [Seed = 3082758608] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field [ q + 2*q^2 - 4*q^3 - 28*q^4 + 25*q^5 - 8*q^6 + 192*q^7 - 120*q^8 - 227*q^9 + O(q^10) ] Total time: 0.280 seconds, Total memory usage: 4.84MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:45:53 2004 Input: G := DirichletGroup(5, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); f:=qExpansionBasis(C,10); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:45:53 on modular [Seed = 2862757010] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) Space must be associated to a newform (constructed using NewformDecomposition). >> f;; ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.240 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:46:13 2004 Input: G := DirichletGroup(5, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); qExpansionBasis(C,10); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:46:13 on modular [Seed = 2712223629] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) Space must be associated to a newform (constructed using NewformDecomposition). >> f;; ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.240 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:46:31 2004 Input: G := DirichletGroup(5, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; Cuspforms(M); qExpansionBasis(C,10); f; Output: Magma V2.11-6 Thu Sep 16 2004 14:46:30 on modular [Seed = 2762750587] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) >> Cuspforms(M); ^ User error: Identifier 'Cuspforms' has not been declared or assigned >> qExpansionBasis(C,10); ^ User error: Identifier 'C' has not been declared or assigned >> f;; ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.220 seconds, Total memory usage: 4.06MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:47:16 2004 Input: G := DirichletGroup(5, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:47:15 on modular [Seed = 1565901750] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.240 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:47:28 2004 Input: G := DirichletGroup(2, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:47:28 on modular [Seed = 1432210381] ------------------------------------- Group of Dirichlet characters of modulus 2 over Rational Field Full modular symbols space of level 2, weight 6, and dimension 2 over Rational Field (multi-character) 0 Total time: 0.220 seconds, Total memory usage: 4.16MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:47:42 2004 Input: G := DirichletGroup(5, RationalField()); G; chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:47:41 on modular [Seed = 1245893855] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:47:57 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:47:57 on modular [Seed = 1330106826] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:51:22 2004 Input: G := DirichletGroup(5, RationalField()); G; G.1 Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:51:22 on modular [Seed = 184789753] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field >> Order(G); ^ User error: bad syntax Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:51:29 2004 Input: G := DirichletGroup(5, RationalField()); G; G.1; Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:51:28 on modular [Seed = 565736] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field $.1 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:51:51 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:51:51 on modular [Seed = 84780186] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.220 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:51:57 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.2); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:51:57 on modular [Seed = 976395183] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field >> Order(G.2); ^ Runtime error in '.': Argument 2 can be at most 1 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:52:11 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:52:10 on modular [Seed = 809013682] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:53:16 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Basis(C,10); Output: Magma V2.11-6 Thu Sep 16 2004 14:53:16 on modular [Seed = 926914419] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 >> Basis(C,10); ^ Runtime error in 'Basis': Bad argument types Argument types given: ModSym, RngIntElt Total time: 0.230 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:53:29 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Dimension(C); Basis(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:53:29 on modular [Seed = 791121758] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) 6 [ (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (-5075*X^4 - 8370*X^3*Y - 5175*X^2*Y^2 - 7108/5*X*Y^3 - 732/5*Y^4)*{-3/7, -2/5} + (-3*X^2*Y^2 + 8/5*X*Y^3)*{0, oo}, (2275*X^4 + 3810*X^3*Y + 2391*X^2*Y^2 + 3332/5*X*Y^3 + 348/5*Y^4)*{-3/7, -2/5} + (-4*X^3*Y - 3*X^2*Y^2 - 12/5*X*Y^3)*{0, oo}, (-7100*X^4 - 11790*X^3*Y - 7339*X^2*Y^2 - 10148/5*X*Y^3 - 1052/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (64*X^3*Y - 7*X^2*Y^2 + 68/5*X*Y^3)*{0, oo}, (-8500*X^4 - 14070*X^3*Y - 8731*X^2*Y^2 - 12036/5*X*Y^3 - 1244/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (5075*X^4 + 8370*X^3*Y + 5175*X^2*Y^2 + 7108/5*X*Y^3 + 732/5*Y^4)*{-3/7, -2/5} + (4*X^3*Y - 3*X^2*Y^2 + 12/5*X*Y^3)*{0, oo} ] Total time: 0.250 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:53:52 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Decompose(C); Basis(C); Output: Magma V2.11-6 Thu Sep 16 2004 14:53:51 on modular [Seed = 606897219] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) >> Decompose(C); ^ User error: Identifier 'Decompose' has not been declared or assigned [ (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (-5075*X^4 - 8370*X^3*Y - 5175*X^2*Y^2 - 7108/5*X*Y^3 - 732/5*Y^4)*{-3/7, -2/5} + (-3*X^2*Y^2 + 8/5*X*Y^3)*{0, oo}, (2275*X^4 + 3810*X^3*Y + 2391*X^2*Y^2 + 3332/5*X*Y^3 + 348/5*Y^4)*{-3/7, -2/5} + (-4*X^3*Y - 3*X^2*Y^2 - 12/5*X*Y^3)*{0, oo}, (-7100*X^4 - 11790*X^3*Y - 7339*X^2*Y^2 - 10148/5*X*Y^3 - 1052/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (64*X^3*Y - 7*X^2*Y^2 + 68/5*X*Y^3)*{0, oo}, (-8500*X^4 - 14070*X^3*Y - 8731*X^2*Y^2 - 12036/5*X*Y^3 - 1244/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (5075*X^4 + 8370*X^3*Y + 5175*X^2*Y^2 + 7108/5*X*Y^3 + 732/5*Y^4)*{-3/7, -2/5} + (4*X^3*Y - 3*X^2*Y^2 + 12/5*X*Y^3)*{0, oo} ] Total time: 0.260 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:57:47 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Decompose(C); Basis(C); f:=C.1; qExpansion(f); Output: Magma V2.11-6 Thu Sep 16 2004 14:57:47 on modular [Seed = 3604903333] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) >> Decompose(C); ^ User error: Identifier 'Decompose' has not been declared or assigned [ (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (-5075*X^4 - 8370*X^3*Y - 5175*X^2*Y^2 - 7108/5*X*Y^3 - 732/5*Y^4)*{-3/7, -2/5} + (-3*X^2*Y^2 + 8/5*X*Y^3)*{0, oo}, (2275*X^4 + 3810*X^3*Y + 2391*X^2*Y^2 + 3332/5*X*Y^3 + 348/5*Y^4)*{-3/7, -2/5} + (-4*X^3*Y - 3*X^2*Y^2 - 12/5*X*Y^3)*{0, oo}, (-7100*X^4 - 11790*X^3*Y - 7339*X^2*Y^2 - 10148/5*X*Y^3 - 1052/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (64*X^3*Y - 7*X^2*Y^2 + 68/5*X*Y^3)*{0, oo}, (-8500*X^4 - 14070*X^3*Y - 8731*X^2*Y^2 - 12036/5*X*Y^3 - 1244/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (5075*X^4 + 8370*X^3*Y + 5175*X^2*Y^2 + 7108/5*X*Y^3 + 732/5*Y^4)*{-3/7, -2/5} + (4*X^3*Y - 3*X^2*Y^2 + 12/5*X*Y^3)*{0, oo} ] >> qExpansion(f); ^ Runtime error in 'qExpansion': Bad argument types Argument types given: ModSymElt Total time: 0.250 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:58:20 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Decompose(C); Basis(C); f:=C.1; f; Output: Magma V2.11-6 Thu Sep 16 2004 14:58:20 on modular [Seed = 3418581215] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) >> Decompose(C); ^ User error: Identifier 'Decompose' has not been declared or assigned [ (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (-5075*X^4 - 8370*X^3*Y - 5175*X^2*Y^2 - 7108/5*X*Y^3 - 732/5*Y^4)*{-3/7, -2/5} + (-3*X^2*Y^2 + 8/5*X*Y^3)*{0, oo}, (2275*X^4 + 3810*X^3*Y + 2391*X^2*Y^2 + 3332/5*X*Y^3 + 348/5*Y^4)*{-3/7, -2/5} + (-4*X^3*Y - 3*X^2*Y^2 - 12/5*X*Y^3)*{0, oo}, (-7100*X^4 - 11790*X^3*Y - 7339*X^2*Y^2 - 10148/5*X*Y^3 - 1052/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (64*X^3*Y - 7*X^2*Y^2 + 68/5*X*Y^3)*{0, oo}, (-8500*X^4 - 14070*X^3*Y - 8731*X^2*Y^2 - 12036/5*X*Y^3 - 1244/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (5075*X^4 + 8370*X^3*Y + 5175*X^2*Y^2 + 7108/5*X*Y^3 + 732/5*Y^4)*{-3/7, -2/5} + (4*X^3*Y - 3*X^2*Y^2 + 12/5*X*Y^3)*{0, oo} ] (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo} Total time: 0.250 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:58:46 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); f:=C.1; f; Output: Magma V2.11-6 Thu Sep 16 2004 14:58:45 on modular [Seed = 3234358270] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo} Total time: 0.250 seconds, Total memory usage: 4.53MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 14:59:46 2004 Input: G := DirichletGroup(5, RationalField()); G; Order(G.1); Order(G); chars := Elements(G); M:=ModularSymbols(chars,6); M; C:=CuspidalSubspace(M); Basis(NewSubspace(C)); Output: Magma V2.11-6 Thu Sep 16 2004 14:59:46 on modular [Seed = 4176501506] ------------------------------------- Group of Dirichlet characters of modulus 5 over Rational Field 2 2 Full modular symbols space of level 5, weight 6, and dimension 10 over Rational Field (multi-character) [ (-7875*X^4 - 13070*X^3*Y - 8131*X^2*Y^2 - 11236/5*X*Y^3 - 1164/5*Y^4)*{-3/7, -2/5} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (-5075*X^4 - 8370*X^3*Y - 5175*X^2*Y^2 - 7108/5*X*Y^3 - 732/5*Y^4)*{-3/7, -2/5} + (-3*X^2*Y^2 + 8/5*X*Y^3)*{0, oo}, (2275*X^4 + 3810*X^3*Y + 2391*X^2*Y^2 + 3332/5*X*Y^3 + 348/5*Y^4)*{-3/7, -2/5} + (-4*X^3*Y - 3*X^2*Y^2 - 12/5*X*Y^3)*{0, oo}, (-7100*X^4 - 11790*X^3*Y - 7339*X^2*Y^2 - 10148/5*X*Y^3 - 1052/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (64*X^3*Y - 7*X^2*Y^2 + 68/5*X*Y^3)*{0, oo}, (-8500*X^4 - 14070*X^3*Y - 8731*X^2*Y^2 - 12036/5*X*Y^3 - 1244/5*Y^4)*{-3/7, -2/5} + X^4*{-1/2, 0} + (-7*X^2*Y^2 - 4/5*X*Y^3)*{0, oo}, (5075*X^4 + 8370*X^3*Y + 5175*X^2*Y^2 + 7108/5*X*Y^3 + 732/5*Y^4)*{-3/7, -2/5} + (4*X^3*Y - 3*X^2*Y^2 + 12/5*X*Y^3)*{0, oo} ] Total time: 0.290 seconds, Total memory usage: 4.63MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 15:01:12 2004 Input: C := CuspForms(Gamma1(5),6); C; Output: Magma V2.11-6 Thu Sep 16 2004 15:01:12 on modular [Seed = 4260716125] ------------------------------------- Space of modular forms on Gamma_1(5) of weight 6 and dimension 3 over Integer Ring. Total time: 0.200 seconds, Total memory usage: 3.66MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 15:01:27 2004 Input: C := CuspForms(Gamma1(5),6); C; Dimension(C); Output: Magma V2.11-6 Thu Sep 16 2004 15:01:27 on modular [Seed = 4076490925] ------------------------------------- Space of modular forms on Gamma_1(5) of weight 6 and dimension 3 over Integer Ring. 3 Total time: 0.200 seconds, Total memory usage: 3.66MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 15:01:37 2004 Input: C := CuspForms(Gamma1(5),6); C; Dimension(C); Basis(C); Output: Magma V2.11-6 Thu Sep 16 2004 15:01:37 on modular [Seed = 4160705982] ------------------------------------- Space of modular forms on Gamma_1(5) of weight 6 and dimension 3 over Integer Ring. 3 [ q - 12*q^4 - 45*q^5 + 132*q^6 + O(q^8), q^2 - 24*q^4 + 95*q^5 - 210*q^6 + 306*q^7 + O(q^8), q^3 - 8*q^4 + 30*q^5 - 70*q^6 + 105*q^7 + O(q^8) ] Total time: 0.310 seconds, Total memory usage: 5.19MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 15:02:50 2004 Input: C := CuspForms(Gamma1(5),6); C; Precision(C,30); Dimension(C); Basis(C); Output: Magma V2.11-6 Thu Sep 16 2004 15:02:49 on modular [Seed = 3840689893] ------------------------------------- Space of modular forms on Gamma_1(5) of weight 6 and dimension 3 over Integer Ring. >> Precision(C,30); ^ Runtime error in 'Precision': Bad argument types Argument types given: ModFrm, RngIntElt 3 [ q - 12*q^4 - 45*q^5 + 132*q^6 + O(q^8), q^2 - 24*q^4 + 95*q^5 - 210*q^6 + 306*q^7 + O(q^8), q^3 - 8*q^4 + 30*q^5 - 70*q^6 + 105*q^7 + O(q^8) ] Total time: 0.310 seconds, Total memory usage: 5.19MB ************** MAGMA ***************** Host 129.186.52.128 (129.186.52.128) Time: Thu Sep 16 15:03:01 2004 Input: C := CuspForms(Gamma1(5),6); C; SetPrecision(C,30); Dimension(C); Basis(C); Output: Magma V2.11-6 Thu Sep 16 2004 15:03:00 on modular [Seed = 2576432037] ------------------------------------- Space of modular forms on Gamma_1(5) of weight 6 and dimension 3 over Integer Ring. 3 [ q - 12*q^4 - 45*q^5 + 132*q^6 - 153*q^9 - 220*q^10 + 252*q^11 + 396*q^14 + 660*q^15 - 1264*q^16 - 220*q^19 + 540*q^20 - 1188*q^21 + 2640*q^24 + 925*q^25 + 792*q^26 - 6930*q^29 + O(q^30), q^2 - 24*q^4 + 95*q^5 - 210*q^6 + 306*q^7 - 220*q^8 - 111*q^9 + 495*q^10 - 600*q^11 + 96*q^12 + 465*q^13 - 18*q^14 - 1410*q^15 + 2880*q^16 - 2309*q^17 - 375*q^18 + 1920*q^19 - 1740*q^20 + 630*q^21 - 948*q^22 + 3730*q^23 - 3240*q^24 + 450*q^25 - 330*q^26 + 3360*q^27 - 8280*q^28 + 5280*q^29 + O(q^30), q^3 - 8*q^4 + 30*q^5 - 70*q^6 + 105*q^7 - 80*q^8 - 37*q^9 + 180*q^10 - 200*q^11 + 20*q^12 + 161*q^13 - 6*q^14 - 515*q^15 + 960*q^16 - 735*q^17 - 74*q^18 + 640*q^19 - 560*q^20 + 210*q^21 - 400*q^22 + 1121*q^23 - 1080*q^24 + 300*q^25 - 110*q^26 + 1210*q^27 - 2796*q^28 + 1760*q^29 + O(q^30) ] Total time: 0.310 seconds, Total memory usage: 5.19MB ************** MAGMA ***************** Host 217.255.64.110 (217.255.64.110) Time: Thu Sep 16 16:11:46 2004 Input: 5+3 Output: Magma V2.11-6 Thu Sep 16 2004 16:11:46 on modular [Seed = 2576427840] ------------------------------------- 8 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 217.255.64.110 (217.255.64.110) Time: Thu Sep 16 16:12:04 2004 Input: lim 3^n Output: Magma V2.11-6 Thu Sep 16 2004 16:12:04 on modular [Seed = 2626956883] ------------------------------------- >> lim 3^n; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 137.99.17.159 (137.99.17.159) Time: Thu Sep 16 18:02:35 2004 Input: Mod(3,4) Output: Magma V2.11-6 Thu Sep 16 2004 18:02:35 on modular [Seed = 2543639473] ------------------------------------- >> Mod(3,4); ^ Runtime error in procedure call: Attempting to call something that is not callable Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 202.246.252.129 (202.246.252.129) Time: Thu Sep 16 23:48:53 2004 Input: 100000! Output: Magma V2.11-6 Thu Sep 16 2004 23:48:53 on modular [Seed = 740766679] ------------------------------------- >> 100000!; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 202.246.252.129 (202.246.252.129) Time: Thu Sep 16 23:49:06 2004 Input: 100000!; Output: Magma V2.11-6 Thu Sep 16 2004 23:49:06 on modular [Seed = 3738550578] ------------------------------------- >> 100000!;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:22:47 2004 Input: 111112111112111112111112111112111112 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:22:47 on modular [Seed = 2609928269] ------------------------------------- 111112111112111112111112111112111112/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:23:11 2004 Input: 1111121111121111121111121111121111113 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:23:10 on modular [Seed = 1735173321] ------------------------------------- 1111121111121111121111121111121111113/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:23:30 2004 Input: 1111121111121111121111121111121111114 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:23:30 on modular [Seed = 1818734574] ------------------------------------- 1111121111121111121111121111121111114/7 Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:23:36 2004 Input: 1111121111121111121111121111121111115 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:23:36 on modular [Seed = 1903866617] ------------------------------------- 1111121111121111121111121111121111115/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:23:40 2004 Input: 1111121111121111121111121111121111116 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:23:40 on modular [Seed = 1987950074] ------------------------------------- 158731587303015874444445873017301588 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:26:01 2004 Input: 111112111112111112111112111112111112 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:26:01 on modular [Seed = 1146062429] ------------------------------------- 111112111112111112111112111112111112/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:26:06 2004 Input: 111112111112111112111112111112111116 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:26:06 on modular [Seed = 1229097815] ------------------------------------- 111112111112111112111112111112111116/7 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Fri Sep 17 02:26:16 2004 Input: 111112111112111112111112111112111113 / 7 Output: Magma V2.11-6 Fri Sep 17 2004 02:26:16 on modular [Seed = 1313180838] ------------------------------------- 15873158730301587444444587301730159 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 212.56.75.172 (212.56.75.172) Time: Fri Sep 17 06:45:14 2004 Input: p:=3518005926601707472344309601987042658861560810593957361511478230105755939320279041; A:=1365811763678898698181874217447040796041508547734446123826372513985529239175518442; x:=1161405927501381213550560845440289090362279668240004844643403967810212462302188039; K := GF(p); A := K!A; x := K!x; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); time FactoredOrder(E); Output: Magma V2.11-6 Fri Sep 17 2004 06:45:13 on modular [Seed = 1381618439] ------------------------------------- >> K := GF(p); ^ Runtime error in 'GF': Argument 1 (35180059266017074723443096019870426588615608\ 10593957361511478230105755939320279041) is not a prime power >> A := K!A; ^ User error: Identifier 'K' has not been declared or assigned >> x := K!x; ^ User error: Identifier 'K' has not been declared or assigned >> time FactoredOrder(E); ^ Runtime error in 'FactoredOrder': Algorithm does not work for this ring Total time: 0.200 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 144.51.64.179 (144.51.64.179) Time: Fri Sep 17 10:06:52 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Fri Sep 17 2004 10:06:52 on modular [Seed = 2813069748] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.59.175.120 (208.59.175.120) Time: Fri Sep 17 11:30:05 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Fri Sep 17 2004 11:30:05 on modular [Seed = 672659] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.59.175.120 (208.59.175.120) Time: Fri Sep 17 11:30:33 2004 Input: 2+2; Output: Magma V2.11-6 Fri Sep 17 2004 11:30:33 on modular [Seed = 303583333] ------------------------------------- 4 Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 66.63.132.139 (66.63.132.139) Time: Fri Sep 17 11:52:47 2004 Input: E := EllipticCurve([0, -2, 0, -3, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -4, 0, 0, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -6, 0, 5, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -8, 0, 12, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; E := EllipticCurve([0, -10, 0, 21, 0]); r,Lvalue:=AnalyticRank(E);r,Lvalue/RealPeriod(E)/2.0/&*[TamagawaNumber(E,p) : p in BadPrimes(E)]*(#TorsionSubgroup(E))^2; Output: Magma V2.11-6 Fri Sep 17 2004 11:52:46 on modular [Seed = 2643973283] ------------------------------------- 0 1.000029449904763315993584 >> E := EllipticCurve([0, -4, 0, 0, 0]); ^ Runtime error in 'EllipticCurve': Curve is singular 0 1.000029449904763315993584 0 0.99999159706442125556 0 1.00018562171883295894032 0 0.99995372381138473939 Total time: 0.230 seconds, Total memory usage: 7.91MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:00:24 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,0, -10748538,-13564409372])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:00:24 on modular [Seed = 2745826040] ------------------------------------- [ <2, 11>, <31, 1>, <419, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:01:10 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,0, -41721799,-103737357815])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:01:09 on modular [Seed = 2879517325] ------------------------------------- [ <2, 17>, <7, 5>, <43, 7> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:01:43 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -90651038,332205857413])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:01:43 on modular [Seed = 2930046890] ------------------------------------- [ <2, 4>, <5, 7>, <11, 2>, <59, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:02:22 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -152124005,722128101459])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:02:22 on modular [Seed = 2426063229] ------------------------------------- [ <2, 12>, <3, 1>, <13, 4>, <41, 3> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:03:00 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -28761644,-59360635872])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:02:59 on modular [Seed = 2610020907] ------------------------------------- [ <2, 8>, <3, 3>, <7, 8>, <11, 3> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:03:34 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -57266795,-166802451946])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:03:34 on modular [Seed = 2660550411] ------------------------------------- [ <2, 10>, <11, 2>, <17, 9> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:04:11 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -221534375,-1269186118945])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:04:10 on modular [Seed = 2257379071] ------------------------------------- [ <2, 16>, <3, 10>, <7, 9>, <29, 4> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:04:51 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -62263598,189122621438])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:04:51 on modular [Seed = 2307117513] ------------------------------------- [ <3, 16>, <11, 10>, <23, 2> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:05:28 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,1, -8846298,-9973354697])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:05:28 on modular [Seed = 2357646503] ------------------------------------- [ <3, 8>, <5, 4>, <41, 9> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:06:04 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -2358088,-1391333392])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:06:04 on modular [Seed = 1987849848] ------------------------------------- [ <2, 22>, <11, 8>, <13, 3> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:38:41 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -78497089,-267713882657])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:38:40 on modular [Seed = 757550463] ------------------------------------- [ <2, 15>, <467, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:39:15 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -226761592,16537796026324])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:39:15 on modular [Seed = 370964007] ------------------------------------- [ <2, 16>, <7, 1>, <47, 1>, <3853, 1>, <11813, 1>, <119634437803901, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:39:32 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -1226761592,16537796026324])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:39:32 on modular [Seed = 454130493] ------------------------------------- [ <2, 22>, <11, 2>, <13, 10> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:40:07 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -530909526,-4708460055251])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:40:07 on modular [Seed = 50946822] ------------------------------------- [ <2, 4>, <3, 20>, <11, 2>, <37, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:40:49 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -181974412,944790939840])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:40:49 on modular [Seed = 68052183] ------------------------------------- [ <2, 8>, <41, 3>, <89, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:41:23 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -603291645,-5703318196155])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:41:23 on modular [Seed = 151218616] ------------------------------------- [ <2, 30>, <3, 7>, <5, 1>, <17, 2>, <19, 4> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:42:00 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -57911100,-169610897989])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:41:59 on modular [Seed = 4076376679] ------------------------------------- [ <3, 9>, <5, 3>, <7, 11>, <13, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:42:44 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -2589844801,50728419550751])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:42:44 on modular [Seed = 4110325650] ------------------------------------- [ <2, 23>, <3, 7>, <151, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:43:37 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -1020418251,-12546075035323])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:43:37 on modular [Seed = 4244021191] ------------------------------------- [ <2, 12>, <3, 9>, <11, 14>, <13, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:44:15 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -697923401,-7096579558711])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:44:15 on modular [Seed = 3790308092] ------------------------------------- [ <2, 8>, <3, 15>, <37, 2>, <43, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:44:49 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -113379806,464707239021])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:44:49 on modular [Seed = 3637689147] ------------------------------------- [ <2, 12>, <3, 3>, <11, 14>, <13, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:45:29 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -113241321,463855087053])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:45:29 on modular [Seed = 3721903638] ------------------------------------- [ <2, 13>, <3, 12>, <11, 9>, <13, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:46:15 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,0, -753897173,7967079728808])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:46:15 on modular [Seed = 3318720080] ------------------------------------- [ <3, 2>, <5, 3>, <11, 4>, <13, 7> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:46:53 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,1, -16934420,26821356306])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:46:52 on modular [Seed = 3468995760] ------------------------------------- [ <2, 16>, <79, 1>, <179, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:47:26 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,1, -14661192,-21607376324])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:47:26 on modular [Seed = 2965033708] ------------------------------------- [ <3, 9>, <7, 8>, <61, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 13:48:06 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -196062931,1056723815733])))); Output: Magma V2.11-6 Fri Sep 17 2004 13:48:06 on modular [Seed = 3049248657] ------------------------------------- [ <2, 11>, <13, 9>, <79, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 15:46:12 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -11250387,-14522750766])))); Output: Magma V2.11-6 Fri Sep 17 2004 15:46:12 on modular [Seed = 2745818578] ------------------------------------- [ <2, 12>, <3, 9>, <5, 14>, <43, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 15:46:53 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -108369279,-424190475715])))); Output: Magma V2.11-6 Fri Sep 17 2004 15:46:52 on modular [Seed = 2930036982] ------------------------------------- [ <2, 4>, <3, 3>, <5, 2>, <911, 1>, <376919928022446989, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 15:47:13 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -108369279,-434190475715])))); Output: Magma V2.11-6 Fri Sep 17 2004 15:47:13 on modular [Seed = 2510285729] ------------------------------------- [ <2, 4>, <3, 13>, <5, 2>, <11, 1>, <31, 2> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 15:47:57 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -6867000464,219029251851123])))); Output: Magma V2.11-6 Fri Sep 17 2004 15:47:57 on modular [Seed = 2476338571] ------------------------------------- [ <2, 14>, <3, 18>, <41, 7> ] Total time: 0.180 seconds, Total memory usage: 3.51MB ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Fri Sep 17 15:48:46 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,1, -115975872,-480898690802])))); Output: Magma V2.11-6 Fri Sep 17 2004 15:48:45 on modular [Seed = 2610029939] ------------------------------------- [ <2, 9>, <3, 15>, <71, 7> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '129.94.' ************** MAGMA ***************** Host 129.94.6.30 (129.94.6.30) Time: Sat Sep 18 03:59:27 2004 Input: 37249588852282552285743302297396100822355179407163315972232664422849771058311 Output: Magma V2.11-6 Sat Sep 18 2004 03:59:26 on modular [Seed = 2274176039] ------------------------------------- 37249588852282552285743302297396100822355179407163315972232664422849771058311 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.185.' ************** MAGMA ***************** Host 66.185.84.202 (66.185.84.202) Time: Sat Sep 18 04:19:36 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Sat Sep 18 2004 04:19:36 on modular [Seed = 607029949] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '211.28.' ************** MAGMA ***************** Host 211.28.121.5 (211.28.121.5) Time: Sat Sep 18 08:07:03 2004 Input: 13724958885228255228574330229739610082235517940716331597223266442284977105831 Output: Magma V2.11-6 Sat Sep 18 2004 08:07:03 on modular [Seed = 3840508161] ------------------------------------- 13724958885228255228574330229739610082235517940716331597223266442284977105831 Total time: 0.190 seconds, Total memory usage: 3.51MB '144.137' ************** MAGMA ***************** Host 144.137.23.49 (144.137.23.49) Time: Sat Sep 18 08:07:46 2004 Input: 37249588852282552285743302297396100822355179407163315972232664422849771058311 Output: Magma V2.11-6 Sat Sep 18 2004 08:07:46 on modular [Seed = 4176846056] ------------------------------------- 37249588852282552285743302297396100822355179407163315972232664422849771058311 Total time: 0.190 seconds, Total memory usage: 3.51MB '144.137' ************** MAGMA ***************** Host 144.137.23.49 (144.137.23.49) Time: Sat Sep 18 08:14:37 2004 Input: 37249588852282552285743302297396100822355179407163315972232664422849771058311 mod 26 Output: Magma V2.11-6 Sat Sep 18 2004 08:14:36 on modular [Seed = 251816102] ------------------------------------- 9 Total time: 0.180 seconds, Total memory usage: 3.51MB '144.137' ************** MAGMA ***************** Host 144.137.23.49 (144.137.23.49) Time: Sat Sep 18 08:15:06 2004 Input: 37249588852282552285743302 mod 26 Output: Magma V2.11-6 Sat Sep 18 2004 08:15:05 on modular [Seed = 168259014] ------------------------------------- 8 Total time: 0.190 seconds, Total memory usage: 3.51MB '144.137' ************** MAGMA ***************** Host 144.137.23.49 (144.137.23.49) Time: Sat Sep 18 08:15:13 2004 Input: 372495888 mod 26 Output: Magma V2.11-6 Sat Sep 18 2004 08:15:13 on modular [Seed = 304051654] ------------------------------------- 24 Total time: 0.190 seconds, Total memory usage: 3.51MB '144.137' ************** MAGMA ***************** Host 144.137.23.49 (144.137.23.49) Time: Sat Sep 18 08:16:29 2004 Input: 37249588852282552285743302297396100822355179407163315972232664422849771058311 mod 26 Output: Magma V2.11-6 Sat Sep 18 2004 08:16:29 on modular [Seed = 420773633] ------------------------------------- 9 Total time: 0.190 seconds, Total memory usage: 3.51MB '193.77.' ************** MAGMA ***************** Host 193.77.140.241 (193.77.140.241) Time: Sat Sep 18 11:35:15 2004 Input: Input: Q := RationalField(); p := 5; q := 7; n := p*q; r := 0; Output: WARNING: MAGMA command contains unsafe command 'put', so it will not be executed. '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:38:19 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,0, -6231948258,-189360689955177])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:38:19 on modular [Seed = 1009901967] ------------------------------------- [ <3, 1>, <5, 7>, <7, 7>, <61, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:39:07 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -1206819613,16136887555156])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:39:07 on modular [Seed = 826076370] ------------------------------------- [ <5, 5>, <7, 7>, <11, 1>, <17, 3> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:39:49 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,0, -127121156096,-17445209248916956])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:39:48 on modular [Seed = 909896234] ------------------------------------- [ <2, 2>, <13, 3>, <41, 10> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:40:25 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,0, -1982849926,-33984821509948])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:40:25 on modular [Seed = 1262917498] ------------------------------------- [ <2, 5>, <3, 7>, <7, 6>, <151, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:41:02 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,1, -3904770297,-93916353965924])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:41:02 on modular [Seed = 1078828054] ------------------------------------- [ <2, 34>, <3, 2>, <7, 1>, <31, 9> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:41:37 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,1, -9277384542,343939115427227])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:41:37 on modular [Seed = 1481999569] ------------------------------------- [ <2, 10>, <11, 8>, <13, 10> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:42:15 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,1, -1106997597,-14176470901579])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:42:15 on modular [Seed = 1565557234] ------------------------------------- [ <3, 12>, <7, 6>, <67, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:42:50 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -12412])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:42:50 on modular [Seed = 1381994128] ------------------------------------- >> Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, ^ Runtime error in 'EllipticCurve': Sequence length must be two or five Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:43:08 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -1241281736,16833563535740])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:43:07 on modular [Seed = 1465551748] ------------------------------------- [ <2, 10>, <5, 12>, <31, 9> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:43:44 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -1112169042,14275913072724])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:43:44 on modular [Seed = 1835053669] ------------------------------------- [ <2, 28>, <3, 9>, <11, 9>, <17, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:44:18 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -223732895,-1275017552377])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:44:17 on modular [Seed = 1701362252] ------------------------------------- [ <2, 30>, <3, 9>, <11, 9>, <17, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:44:23 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -223732895,-1275017552377])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:44:23 on modular [Seed = 2054661461] ------------------------------------- [ <2, 30>, <3, 9>, <11, 9>, <17, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 16:47:11 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -1425212268,20709813340880])))); Output: Magma V2.11-6 Sat Sep 18 2004 16:47:11 on modular [Seed = 2138218680] ------------------------------------- [ <2, 12>, <3, 9>, <11, 8>, <13, 7> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 17:13:45 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -4021030111,98141816596054])))); Output: Magma V2.11-6 Sat Sep 18 2004 17:13:45 on modular [Seed = 2946649006] ------------------------------------- [ <2, 8>, <7, 13>, <17, 8> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 17:14:49 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -2648687160,-52467952043059])))); Output: Magma V2.11-6 Sat Sep 18 2004 17:14:49 on modular [Seed = 2812953574] ------------------------------------- [ <2, 4>, <3, 5>, <7, 10>, <11, 4> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 17:15:28 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -23838184440,1416634705162593])))); Output: Magma V2.11-6 Sat Sep 18 2004 17:15:27 on modular [Seed = 3165739227] ------------------------------------- [ <2, 4>, <3, 11>, <7, 10>, <11, 4> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 17:16:01 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -311630151,2137094698970])))); Output: Magma V2.11-6 Sat Sep 18 2004 17:16:01 on modular [Seed = 2981909800] ------------------------------------- [ <2, 8>, <3, 30>, <7, 9>, <17, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Sat Sep 18 17:16:48 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,0, -12220604136,519975492562527])))); Output: Magma V2.11-6 Sat Sep 18 2004 17:16:48 on modular [Seed = 3065729662] ------------------------------------- [ <3, 1>, <19, 9>, <53, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '80.164.' ************** MAGMA ***************** Host 80.164.88.73 (80.164.88.73) Time: Sat Sep 18 23:56:39 2004 Input: (2x-4)+(5x-19) Output: Magma V2.11-6 Sat Sep 18 2004 23:56:39 on modular [Seed = 2190393594] ------------------------------------- >> (2x-4)+(5x-19); ^ User error: Invalid hexadecimal integer Total time: 0.190 seconds, Total memory usage: 3.51MB '80.164.' ************** MAGMA ***************** Host 80.164.88.73 (80.164.88.73) Time: Sat Sep 18 23:56:59 2004 Input: (2*x-4)+(5*x-19) Output: Magma V2.11-6 Sat Sep 18 2004 23:56:59 on modular [Seed = 2543572243] ------------------------------------- >> (2*x-4)+(5*x-19); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.254 (66.63.132.254) Time: Sun Sep 19 00:35:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-60076619,-176354810358]); E; f := P!Reverse([13697,-1424,25026,1424,13697]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 19 2004 00:35:22 on modular [Seed = 757162153] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 60076619*x - 176354810358 over Rational Field 13697*x^4 - 1424*x^3 + 25026*x^2 + 1424*x + 13697 4 Point [ 1, 4, 20, 10 ] was singular mod 101 and ignored at the #1 lift Point [ 1, 39, 86, 65 ] was singular mod 101 and ignored at the #1 lift Point [ 1, 64, 35, 65 ] was singular mod 101 and ignored at the #1 lift Point [ 1, 92, 52, 72 ] was singular mod 101 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1^2 + 4*r1*r3 + 2*r1*r4 - 2*r2^2 + 2*r2*r3 - 43*r3^2 - 74*r3*r4 + 45*r4^2, 4*r1*r2 + 2*r1*r3 - 4*r1*r4 - 2*r2*r4 + 38*r3^2 - 90*r3*r4 - 36*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 3.140 seconds, Total memory usage: 9.15MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:51:06 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=5, 100 do print(FindGroupOrder2(52068472442119144511578580563, i)); endfor; Output: Magma V2.11-6 Sun Sep 19 2004 12:51:05 on modular [Seed = 757191925] ------------------------------------- >> for i:=5, 100 do ^ User error: bad syntax >> print(FindGroupOrder2(52068472442119144511578580563, i)); ^ User error: Identifier 'i' has not been declared or assigned >> endfor; ^ User error: Identifier 'endfor' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:51:14 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=5 to 100 do print(FindGroupOrder2(52068472442119144511578580563, i)); endfor; Output: Magma V2.11-6 Sun Sep 19 2004 12:51:14 on modular [Seed = 809289747] ------------------------------------- User error: syntax error at end of input Total time: 0.180 seconds, Total memory usage: 3.51MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:52:16 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=5 to 100 do print(FindGroupOrder2(52068472442119144511578580563, i)); end for; Output: Magma V2.11-6 Sun Sep 19 2004 12:52:16 on modular [Seed = 926666582] ------------------------------------- FindGroupOrder2( p: 52068472442119144511578580563, s: 5 ) >> E := EllipticCurve([0,b*A,0,b^2,0]); ^ Runtime error in 'EllipticCurve': Curve is singular Total time: 0.190 seconds, Total memory usage: 3.51MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:52:46 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=7 to 100 do print(FindGroupOrder2(52068472442119144511578580563, i)); end for; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 19 2004 12:52:25 on modular [Seed = 976667218] ------------------------------------- [ <2, 4>, <3, 2>, <59, 1>, <2319593, 1>, <2642095695684730973, 1> ] [ <2, 2>, <3, 2>, <7, 1>, <71, 1>, <59069, 1>, <49267023929131497563, 1> ] [ <2, 4>, <3, 2>, <324017563, 1>, <1115947576524982363, 1> ] [ <2, 5>, <3, 2>, <11, 1>, <4290784843, 1>, <3830477591267753, 1> ] [ <2, 2>, <3, 1>, <149, 1>, <433, 1>, <67254202306006181317921, 1> ] [ <2, 2>, <3, 2>, <2777, 1>, <33569, 1>, <15515224075103423687, 1> ] [ <2, 3>, <3, 2>, <173, 1>, <23567, 1>, <177374806783259308159, 1> ] [ <2, 4>, <3, 5>, <5, 1>, <73, 1>, <701, 1>, <1129, 1>, <46360035105330971, 1> ] [ <2, 2>, <3, 2>, <17, 1>, <106276111, 1>, <800548707853977073, 1> ] [ <2, 4>, <3, 1>, <47, 1>, <137, 1>, <373, 1>, <451654500887954154239, 1> ] [ <2, 5>, <3, 1>, <7, 1>, <59, 1>, <95111, 1>, <13807746470005060213, 1> ] [ <2, 7>, <3, 1>, <37, 1>, <149, 1>, <5867557, 1>, <4191778277008061, 1> ] [ <2, 3>, <3, 3>, <173, 1>, <2341, 1>, <595214590838826559661, 1> ] [ <2, 4>, <3, 1>, <5, 1>, <7, 1>, <47, 1>, <115454827, 1>, <5711571294552547, 1> ] [ <2, 3>, <3, 1>, <5, 2>, <7, 1>, <383, 1>, <857, 1>, <4147679, 1>, <9106276074671, 1> ] [ <2, 3>, <3, 2>, <5, 1>, <7, 1>, <20662092238936086441996659, 1> ] [ <2, 3>, <3, 2>, <5, 1>, <23, 1>, <127, 1>, <205487, 1>, <2903699, 1>, <82986000109, 1> ] [ <2, 4>, <3, 2>, <5, 1>, <7, 1>, <739, 1>, <15094649473, 1>, <926140400501, 1> ] [ <2, 2>, <3, 2>, <7, 1>, <17, 1>, <1301, 1>, <9629, 1>, <9679, 1>, <19219, 1>, <5215616069, 1> ] [ <2, 5>, <3, 2>, <7, 1>, <998917, 1>, <25855616931807236989, 1> ] [ <2, 3>, <3, 2>, <13, 2>, <151, 1>, <1060108003, 1>, <26731822904513, 1> ] [ <2, 3>, <3, 2>, <5, 1>, <144634645672552438449230539, 1> ] [ <2, 2>, <3, 1>, <13, 1>, <419, 1>, <796592504163128556319201, 1> ] [ <2, 4>, <3, 3>, <41, 1>, <2237, 1>, <10565309407, 1>, <124382427707, 1> ] [ <2, 3>, <3, 1>, <151517, 1>, <45773183, 1>, <312817555947307, 1> ] [ <2, 4>, <3, 2>, <7, 1>, <13, 1>, <17, 1>, <71, 1>, <98459, 1>, <33435533844299399, 1> ] [ <2, 5>, <3, 2>, <59, 1>, <1283, 1>, <156139, 1>, <1274723, 1>, <11999867909, 1> ] [ <2, 2>, <3, 3>, <41, 1>, <4547, 1>, <2586081874273471781849, 1> ] [ <2, 3>, <3, 1>, <166219, 1>, <13052176255953353074019, 1> ] [ <2, 3>, <3, 6>, <5, 3>, <281, 1>, <2447, 1>, <38351, 1>, <293453, 1>, <9229789, 1> ] [ <2, 4>, <3, 2>, <7, 2>, <83, 1>, <139, 1>, <195479, 1>, <3272075102878229, 1> ] [ <2, 2>, <3, 8>, <5, 1>, <17, 2>, <23, 1>, <59696535096457491493, 1> ] [ <2, 4>, <3, 2>, <5, 1>, <59032305047, 1>, <1225046570326177, 1> ] [ <2, 2>, <3, 3>, <3797, 1>, <12953, 1>, <9802573754275474937, 1> ] [ <2, 3>, <3, 2>, <1619, 1>, <683401777, 1>, <653611053069451, 1> ] [ <2, 2>, <3, 2>, <1446346456725536565435187439, 1> ] [ <2, 2>, <3, 1>, <5, 2>, <7, 1>, <17, 1>, <23, 1>, <101, 1>, <12248881, 1>, <51257921947153, 1> ] [ <2, 3>, <3, 1>, <5, 1>, <7, 4>, <67, 1>, <2697283700309339260607, 1> ] [ <2, 4>, <3, 4>, <7, 1>, <89, 1>, <197, 1>, <327352424934192469093, 1> ] [ <2, 2>, <3, 2>, <311, 1>, <941, 1>, <4942222841287177592537, 1> ] [ <2, 7>, <3, 1>, <7, 2>, <13, 1>, <23, 1>, <617, 1>, <30347, 1>, <494282705690569, 1> ] [ <2, 4>, <3, 1>, <17, 2>, <31, 1>, <41, 1>, <79, 1>, <1113527, 1>, <33570851954039, 1> ] [ <2, 3>, <3, 3>, <5, 1>, <48211548557517806059739281, 1> ] [ <2, 3>, <3, 2>, <103, 1>, <487, 1>, <101939878093, 1>, <141426907337, 1> ] [ <2, 2>, <3, 5>, <19609, 1>, <13970723603, 1>, <195539375873, 1> ] [ <2, 10>, <3, 1>, <399023, 1>, <118569221, 1>, <358247962733, 1> ] [ <2, 4>, <3, 1>, <7, 1>, <17, 1>, <19, 2>, <89, 1>, <2944679, 1>, <96349944816901, 1> ] [ <2, 2>, <3, 1>, <179, 1>, <48193, 1>, <502986811545409709657, 1> ] [ <2, 2>, <3, 1>, <33331, 1>, <357503, 1>, <166539851, 1>, <2186489443, 1> ] [ <2, 14>, <3, 1>, <37, 1>, <2912668307, 1>, <9829714145233, 1> ] [ <2, 4>, <3, 1>, <113, 1>, <9599644624284496401794497, 1> ] [ <2, 4>, <3, 1>, <1084759842544151226795668981, 1> ] [ <2, 6>, <3, 2>, <13, 1>, <19, 1>, <89, 1>, <251, 1>, <443, 1>, <87697433, 1>, <421697537, 1> ] [ <2, 2>, <3, 4>, <11, 1>, <29, 1>, <41, 1>, <21391, 1>, <574412919110233367, 1> ] [ <2, 3>, <3, 1>, <47, 1>, <71, 1>, <277, 1>, <197927, 1>, <743849, 1>, <15941816057, 1> ] [ <2, 3>, <3, 2>, <17, 1>, <113, 1>, <443, 1>, <4517, 1>, <188131344258396373, 1> ] [ <2, 2>, <3, 3>, <13, 2>, <449, 1>, <55721, 1>, <19595353, 1>, <5818968983, 1> ] [ <2, 4>, <3, 1>, <1084759842544144253924955389, 1> ] [ <2, 3>, <3, 2>, <19, 1>, <54165029951, 1>, <702699673490999, 1> ] Errors: /bin/sh: line 1: 24603 Killed nice -n 19 /usr/local/bin/magma '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:54:12 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=7 to 30 do print(i,":",FindGroupOrder2(52068472442119144511578580563, i)); end for; Output: Magma V2.11-6 Sun Sep 19 2004 12:54:12 on modular [Seed = 370863747] ------------------------------------- >> print(i,":",FindGroupOrder2(52068472442119144511578580563, i)); ^ Runtime error: No constructor provided for this type of object Total time: 0.660 seconds, Total memory usage: 5.58MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sun Sep 19 12:55:21 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; for i:=7 to 30 do print i,":",FindGroupOrder2(52068472442119144511578580563, i); end for; Output: Magma V2.11-6 Sun Sep 19 2004 12:55:11 on modular [Seed = 487712211] ------------------------------------- 7 : [ <2, 4>, <3, 2>, <59, 1>, <2319593, 1>, <2642095695684730973, 1> ] 8 : [ <2, 2>, <3, 2>, <7, 1>, <71, 1>, <59069, 1>, <49267023929131497563, 1> ] 9 : [ <2, 4>, <3, 2>, <324017563, 1>, <1115947576524982363, 1> ] 10 : [ <2, 5>, <3, 2>, <11, 1>, <4290784843, 1>, <3830477591267753, 1> ] 11 : [ <2, 2>, <3, 1>, <149, 1>, <433, 1>, <67254202306006181317921, 1> ] 12 : [ <2, 2>, <3, 2>, <2777, 1>, <33569, 1>, <15515224075103423687, 1> ] 13 : [ <2, 3>, <3, 2>, <173, 1>, <23567, 1>, <177374806783259308159, 1> ] 14 : [ <2, 4>, <3, 5>, <5, 1>, <73, 1>, <701, 1>, <1129, 1>, <46360035105330971, 1> ] 15 : [ <2, 2>, <3, 2>, <17, 1>, <106276111, 1>, <800548707853977073, 1> ] 16 : [ <2, 4>, <3, 1>, <47, 1>, <137, 1>, <373, 1>, <451654500887954154239, 1> ] 17 : [ <2, 5>, <3, 1>, <7, 1>, <59, 1>, <95111, 1>, <13807746470005060213, 1> ] 18 : [ <2, 7>, <3, 1>, <37, 1>, <149, 1>, <5867557, 1>, <4191778277008061, 1> ] 19 : [ <2, 3>, <3, 3>, <173, 1>, <2341, 1>, <595214590838826559661, 1> ] 20 : [ <2, 4>, <3, 1>, <5, 1>, <7, 1>, <47, 1>, <115454827, 1>, <5711571294552547, 1> ] 21 : [ <2, 3>, <3, 1>, <5, 2>, <7, 1>, <383, 1>, <857, 1>, <4147679, 1>, <9106276074671, 1> ] 22 : [ <2, 3>, <3, 2>, <5, 1>, <7, 1>, <20662092238936086441996659, 1> ] 23 : [ <2, 3>, <3, 2>, <5, 1>, <23, 1>, <127, 1>, <205487, 1>, <2903699, 1>, <82986000109, 1> ] 24 : [ <2, 4>, <3, 2>, <5, 1>, <7, 1>, <739, 1>, <15094649473, 1>, <926140400501, 1> ] 25 : [ <2, 2>, <3, 2>, <7, 1>, <17, 1>, <1301, 1>, <9629, 1>, <9679, 1>, <19219, 1>, <5215616069, 1> ] 26 : [ <2, 5>, <3, 2>, <7, 1>, <998917, 1>, <25855616931807236989, 1> ] 27 : [ <2, 3>, <3, 2>, <13, 2>, <151, 1>, <1060108003, 1>, <26731822904513, 1> ] 28 : [ <2, 3>, <3, 2>, <5, 1>, <144634645672552438449230539, 1> ] 29 : [ <2, 2>, <3, 1>, <13, 1>, <419, 1>, <796592504163128556319201, 1> ] 30 : [ <2, 4>, <3, 3>, <41, 1>, <2237, 1>, <10565309407, 1>, <124382427707, 1> ] Total time: 9.390 seconds, Total memory usage: 5.58MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:47:50 2004 Input: P := PolynomialRing(FiniteField(31991),7,"grev-lex"); I:= ideal

; time B := GroebnerBasis(I); Output: Magma V2.11-6 Sun Sep 19 2004 22:47:50 on modular [Seed = 2560073061] ------------------------------------- >> P := PolynomialRing(FiniteField(31991),7,"grev-lex"); ^ Runtime error in 'PolynomialRing': Bad order "grev-lex" >> 4*c3*c2*c1, ^ User error: bad syntax >> c0+c1+c2+c3+c4+c5+c6>; ^ User error: bad syntax >> time B := GroebnerBasis(I); ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:50:48 2004 Input: P := PolynomialRing(FiniteField(31991),7); I:= ideal

; time B := GroebnerBasis(I); Output: Magma V2.11-6 Sun Sep 19 2004 22:50:45 on modular [Seed = 2543358777] ------------------------------------- Time: 2.570 Total time: 2.759 seconds, Total memory usage: 21.19MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:51:13 2004 Input: P := PolynomialRing(FiniteField(31991),7); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 22:51:10 on modular [Seed = 3940937311] ------------------------------------- Time: 2.550 [ c0 + c1 + c2 + c3 + c4 + c5 + c6, c1^2 + c1*c5^2*c6^6 + 15998*c1*c5 + 15997*c1*c6 + 9140*c2*c5*c6^7 + 6858*c2*c5 + 10244*c2*c6^15 + 11587*c2*c6^8 + 26153*c2*c6 + c3^2 + 2*c3*c4^2*c6^6 + 15995*c3*c4 + 15998*c3*c5^2*c6^6 + 23755*c3*c5*c6^14 + 7508*c3*c5*c6^7 + 16726*c3*c5 + 26869*c3*c6^15 + 14771*c3*c6^8 + 6345*c3*c6 + 22853*c4^4*c6^5 + 4582*c4^3*c6^6 + 25139*c4^2 + 7998*c4*c5^2*c6^6 + 12038*c4*c5*c6^14 + 10723*c4*c5*c6^7 + 1233*c4*c5 + 22761*c4*c6^15 + 5837*c4*c6^8 + 7953*c4*c6 + 29384*c5^22*c6 + 58*c5^21*c6^2 + 1781*c5^20*c6^3 + 26031*c5^19*c6^4 + 24683*c5^18*c6^5 + 9490*c5^17*c6^6 + 20458*c5^16 + 22083*c5^15*c6 + 1786*c5^14*c6^2 + 3870*c5^13*c6^3 + 9566*c5^12*c6^4 + 30620*c5^11*c6^5 + 14750*c5^10*c6^6 + 6102*c5^9 + 4007*c5^8*c6 + 20780*c5^7*c6^2 + 5760*c5^6*c6^3 + 28380*c5^5*c6^4 + 7534*c5^4*c6^5 + 25599*c5^3*c6^90 + 28550*c5^3*c6^83 + 29065*c5^3*c6^76 + 22476*c5^3*c6^69 + 3537*c5^3*c6^62 + 19374*c5^3*c6^55 + 10154*c5^3*c6^48 + 31770*c5^3*c6^41 + 22064*c5^3*c6^34 + 24898*c5^3*c6^27 + 12859*c5^3*c6^20 + 26272*c5^3*c6^13 + 31055*c5^3*c6^6 + 11243*c5^2*c6^84 + 26547*c5^2*c6^77 + 26467*c5^2*c6^70 + 11277*c5^2*c6^63 + 15075*c5^2*c6^56 + 18600*c5^2*c6^49 + 24381*c5^2*c6^42 + 22476*c5^2*c6^35 + 31746*c5^2*c6^28 + 22930*c5^2*c6^21 + 160*c5^2*c6^14 + 24855*c5^2*c6^7 + 21043*c5^2 + 29443*c5*c6^197 + 18007*c5*c6^190 + 30644*c5*c6^183 + 27918*c5*c6^176 + 26338*c5*c6^169 + 10099*c5*c6^162 + 7163*c5*c6^155 + 6149*c5*c6^148 + 6826*c5*c6^141 + 20428*c5*c6^134 + 17578*c5*c6^127 + 3230*c5*c6^120 + 1532*c5*c6^113 + 26078*c5*c6^106 + 843*c5*c6^99 + 16868*c5*c6^92 + 14723*c5*c6^85 + 8715*c5*c6^78 + 28953*c5*c6^71 + 27496*c5*c6^64 + 24767*c5*c6^57 + 23902*c5*c6^50 + 24359*c5*c6^43 + 6347*c5*c6^36 + 7429*c5*c6^29 + 10188*c5*c6^22 + 17140*c5*c6^15 + 15897*c5*c6^8 + 6461*c5*c6 + 20259*c6^198 + 14178*c6^191 + 21080*c6^184 + 18703*c6^177 + 19902*c6^170 + 22173*c6^163 + 2163*c6^156 + 6158*c6^149 + 8389*c6^142 + 6645*c6^135 + 15509*c6^128 + 8741*c6^121 + 29741*c6^114 + 25556*c6^107 + 21749*c6^100 + 14550*c6^93 + 29766*c6^86 + 18116*c6^79 + 16541*c6^72 + 18562*c6^65 + 31374*c6^58 + 19491*c6^51 + 479*c6^44 + 13436*c6^37 + 23974*c6^30 + 11881*c6^23 + 22028*c6^16 + 14118*c6^9 + 13968*c6^2, c1*c2 + 31990*c1*c6 + c2^2 + 2110*c2*c5*c6^7 + 24960*c2*c5 + 9393*c2*c6^15 + 18131*c2*c6^8 + 9392*c2*c6 + 31990*c3^2 + 31988*c3*c4^2*c6^6 + 31990*c3*c4 + 27067*c3*c5^2*c6^6 + 89*c3*c5*c6^14 + 6705*c3*c5*c6^7 + 25195*c3*c5 + 23450*c3*c6^15 + 20622*c3*c6^8 + 24835*c3*c6 + 25133*c4^4*c6^5 + 3413*c4^3*c6^6 + 22845*c4^2 + 2458*c4*c5^2*c6^6 + 12730*c4*c5*c6^14 + 1601*c4*c5*c6^7 + 15199*c4*c5 + 30421*c4*c6^15 + 10982*c4*c6^8 + 2025*c4*c6 + 3514*c5^22*c6 + 11890*c5^21*c6^2 + 8404*c5^20*c6^3 + 27745*c5^19*c6^4 + 13374*c5^18*c6^5 + 16609*c5^17*c6^6 + 17420*c5^16 + 29171*c5^15*c6 + 1045*c5^14*c6^2 + 12029*c5^13*c6^3 + 14794*c5^12*c6^4 + 30543*c5^11*c6^5 + 10279*c5^10*c6^6 + 331*c5^9 + 10319*c5^8*c6 + 30587*c5^7*c6^2 + 8146*c5^6*c6^3 + 31290*c5^5*c6^4 + 21830*c5^4*c6^5 + 28697*c5^3*c6^90 + 18421*c5^3*c6^83 + 17794*c5^3*c6^76 + 25755*c5^3*c6^69 + 24116*c5^3*c6^62 + 25450*c5^3*c6^55 + 16897*c5^3*c6^48 + 18423*c5^3*c6^41 + 9526*c5^3*c6^34 + 11408*c5^3*c6^27 + 18775*c5^3*c6^20 + 30239*c5^3*c6^13 + 13066*c5^3*c6^6 + 6027*c5^2*c6^84 + 6862*c5^2*c6^77 + 6500*c5^2*c6^70 + 15081*c5^2*c6^63 + 7378*c5^2*c6^56 + 2667*c5^2*c6^49 + 6048*c5^2*c6^42 + 9222*c5^2*c6^35 + 1740*c5^2*c6^28 + 2885*c5^2*c6^21 + 18864*c5^2*c6^14 + 3465*c5^2*c6^7 + 12036*c5^2 + 12546*c5*c6^197 + 1630*c5*c6^190 + 15913*c5*c6^183 + 18068*c5*c6^176 + 21934*c5*c6^169 + 10972*c5*c6^162 + 29485*c5*c6^155 + 29622*c5*c6^148 + 14384*c5*c6^141 + 1659*c5*c6^134 + 15729*c5*c6^127 + 7116*c5*c6^120 + 7534*c5*c6^113 + 23912*c5*c6^106 + 24637*c5*c6^99 + 7186*c5*c6^92 + 6969*c5*c6^85 + 11467*c5*c6^78 + 16899*c5*c6^71 + 20528*c5*c6^64 + 14127*c5*c6^57 + 25637*c5*c6^50 + 9605*c5*c6^43 + 13873*c5*c6^36 + 1529*c5*c6^29 + 21733*c5*c6^22 + 8960*c5*c6^15 + 9780*c5*c6^8 + 8293*c5*c6 + 3710*c6^198 + 4437*c6^191 + 21838*c6^184 + 30842*c6^177 + 10776*c6^170 + 811*c6^163 + 6900*c6^156 + 11312*c6^149 + 7753*c6^142 + 11564*c6^135 + 7430*c6^128 + 22021*c6^121 + 3760*c6^114 + 22167*c6^107 + 22055*c6^100 + 9498*c6^93 + 23478*c6^86 + 25974*c6^79 + 25400*c6^72 + 28362*c6^65 + 6844*c6^58 + 7205*c6^51 + 13113*c6^44 + 9539*c6^37 + 6470*c6^30 + 28054*c6^23 + 10275*c6^16 + 11032*c6^9 + 11735*c6^2, c1*c3 + 31990*c1*c5 + 29881*c2*c5*c6^7 + 23025*c2*c5 + 26869*c2*c6^15 + 30592*c2*c6^8 + 17597*c2*c6 + 20915*c3*c5^2*c6^6 + 9202*c3*c5*c6^14 + 16635*c3*c5*c6^7 + 22149*c3*c5 + 22503*c3*c6^15 + 9043*c3*c6^8 + 27516*c3*c6 + 21534*c4*c5^2*c6^6 + 21636*c4*c5*c6^14 + 1388*c4*c5*c6^7 + 19424*c4*c5 + 7184*c4*c6^15 + 11133*c4*c6^8 + 13674*c4*c6 + 199*c5^22*c6 + 2919*c5^21*c6^2 + 14871*c5^20*c6^3 + 12592*c5^19*c6^4 + 16279*c5^18*c6^5 + 14005*c5^17*c6^6 + 14485*c5^16 + 19201*c5^15*c6 + 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+ 6517*c5*c6^64 + 9765*c5*c6^57 + 24797*c5*c6^50 + 23042*c5*c6^43 + 29418*c5*c6^36 + 11019*c5*c6^29 + 18511*c5*c6^22 + 20979*c5*c6^15 + 3541*c5*c6^8 + 9795*c5*c6 + 14228*c6^198 + 1022*c6^191 + 1286*c6^184 + 25760*c6^177 + 6752*c6^170 + 1459*c6^163 + 7189*c6^156 + 17437*c6^149 + 27591*c6^142 + 23207*c6^135 + 26669*c6^128 + 22841*c6^121 + 20725*c6^114 + 28397*c6^107 + 10596*c6^100 + 14232*c6^93 + 23589*c6^86 + 9102*c6^79 + 18210*c6^72 + 15774*c6^65 + 18829*c6^58 + 17913*c6^51 + 24673*c6^44 + 26251*c6^37 + 28343*c6^30 + 30168*c6^23 + 23283*c6^16 + 857*c6^9 + 8877*c6^2, c1*c4 + 31990*c1*c5^2*c6^6 + 15995*c1*c5 + 15996*c1*c6 + 24961*c2*c5*c6^7 + 2109*c2*c5 + 5122*c2*c6^15 + 28821*c2*c6^8 + 2969*c2*c6 + 31990*c3*c4^2*c6^6 + c3*c4 + 27071*c3*c5^2*c6^6 + 2097*c3*c5*c6^14 + 25803*c3*c5*c6^7 + 20086*c3*c5 + 28019*c3*c6^15 + 20908*c3*c6^8 + 3980*c3*c6 + 18455*c4*c5^2*c6^6 + 855*c4*c5*c6^14 + 9524*c4*c5*c6^7 + 3155*c4*c5 + 3371*c4*c6^15 + 6518*c4*c6^8 + 22104*c4*c6 + 10541*c5^22*c6 + 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8111*c5*c6^120 + 1386*c5*c6^113 + 17278*c5*c6^106 + 15200*c5*c6^99 + 19143*c5*c6^92 + 14933*c5*c6^85 + 16516*c5*c6^78 + 7846*c5*c6^71 + 20316*c5*c6^64 + 4115*c5*c6^57 + 804*c5*c6^50 + 4321*c5*c6^43 + 3599*c5*c6^36 + 20646*c5*c6^29 + 1716*c5*c6^22 + 12246*c5*c6^15 + 30282*c5*c6^8 + 1687*c5*c6 + 2685*c6^198 + 14040*c6^191 + 4609*c6^184 + 15257*c6^177 + 5175*c6^170 + 8929*c6^163 + 3166*c6^156 + 13826*c6^149 + 12357*c6^142 + 23611*c6^135 + 17867*c6^128 + 2935*c6^121 + 27069*c6^114 + 8121*c6^107 + 15357*c6^100 + 11606*c6^93 + 1982*c6^86 + 26281*c6^79 + 28483*c6^72 + 16666*c6^65 + 19855*c6^58 + 20342*c6^51 + 2271*c6^44 + 31687*c6^37 + 4851*c6^30 + 4111*c6^23 + 12768*c6^16 + 1187*c6^9 + 18151*c6^2, c1*c5^3 + 15996*c1*c5^2*c6 + 15995*c1*c5*c6^2 + 31990*c1*c6^3 + 22147*c2*c5*c6^9 + 16148*c2*c5*c6^2 + 7032*c2*c6^17 + 11701*c2*c6^10 + 6954*c2*c6^3 + 6304*c3*c5^2*c6 + 23903*c3*c5*c6^16 + 19240*c3*c5*c6^9 + 20839*c3*c5*c6^2 + 15285*c3*c6^17 + 17538*c ** WARNING: Output too long, hence truncated. '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:52:29 2004 Input: P := PolynomialRing(FiniteField(99999989),7); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 22:52:23 on modular [Seed = 4193713461] ------------------------------------- Time: 5.520 [ c0 + c1 + c2 + c3 + c4 + c5 + c6, c1^2 + c1*c5^2*c6^6 + 49999997*c1*c5 + 49999996*c1*c6 + 85714276*c2*c5*c6^7 + 64285710*c2*c5 + 70800619*c2*c6^15 + 51530605*c2*c6^8 + 27668757*c2*c6 + c3^2 + 2*c3*c4^2*c6^6 + 49999994*c3*c4 + 49999997*c3*c5^2*c6^6 + 29356355*c3*c5*c6^14 + 41836730*c3*c5*c6^7 + 78806901*c3*c5 + 14599685*c3*c6^15 + 67091829*c3*c6^8 + 68308468*c3*c6 + 14285715*c4^4*c6^5 + 42857150*c4^3*c6^6 + 35714285*c4^2 + 74999992*c4*c5^2*c6^6 + 24512219*c4*c5*c6^14 + 31195329*c4*c5*c6^7 + 69292439*c4*c5 + 55707548*c4*c6^15 + 24161801*c4*c6^8 + 62987768*c4*c6 + 27233731*c5^22*c6 + 61486208*c5^21*c6^2 + 47696372*c5^20*c6^3 + 25299090*c5^19*c6^4 + 83241301*c5^18*c6^5 + 49291974*c5^17*c6^6 + 86627228*c5^16 + 42693434*c5^15*c6 + 42279833*c5^14*c6^2 + 71197631*c5^13*c6^3 + 661001*c5^12*c6^4 + 10981940*c5^11*c6^5 + 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'219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:56:10 2004 Input: P := PolynomialRing(FiniteField(99999989),7,"glevlex"); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 22:56:10 on modular [Seed = 134680552] ------------------------------------- >> P := PolynomialRing(FiniteField(99999989),7,"glevlex" ^ Runtime error in 'PolynomialRing': Bad order "glevlex" >> I:= ideal

> time B := GroebnerBasis(I); ^ User error: Identifier 'I' has not been declared or assigned >> B; ^ User error: Identifier 'B' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:56:33 2004 Input: P := PolynomialRing(FiniteField(99999989),7,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 22:56:29 on modular [Seed = 420880110] ------------------------------------- Time: 4.010 [ c4^3*c6^9 + 22092720*c2*c3*c4^2*c5 + 85081467*c3^2*c4^2*c5 + 38315779*c1*c4^3*c5 + 28773981*c2*c4^3*c5 + 55182145*c3*c4^3*c5 + 73702796*c4^4*c5 + 58119125*c2^3*c5^2 + 85238848*c1*c2*c3*c5^2 + 83577205*c2^2*c3*c5^2 + 836559*c1*c3^2*c5^2 + 53383791*c2*c3^2*c5^2 + 57000405*c3^3*c5^2 + 91252002*c1*c2*c4*c5^2 + 408725*c2^2*c4*c5^2 + 18994961*c1*c3*c4*c5^2 + 67709574*c2*c3*c4*c5^2 + 4033006*c3^2*c4*c5^2 + 42951688*c1*c4^2*c5^2 + 73755871*c2*c4^2*c5^2 + 5083742*c3*c4^2*c5^2 + 40888622*c4^3*c5^2 + 92656369*c1*c2*c5^3 + 8397647*c2^2*c5^3 + 94299427*c1*c3*c5^3 + 94804469*c2*c3*c5^3 + 58920247*c3^2*c5^3 + 80950266*c1*c4*c5^3 + 2657541*c2*c4*c5^3 + 19064928*c3*c4*c5^3 + 57647148*c4^2*c5^3 + 75873645*c1*c5^4 + 80423453*c2*c5^4 + 4644699*c3*c5^4 + 74174385*c4*c5^4 + 89447365*c5^5 + 47423040*c2^4*c6 + 98492839*c1*c3^3*c6 + 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long, hence truncated. '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 22:57:16 2004 Input: P := PolynomialRing(FiniteField(31991),7,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 22:57:14 on modular [Seed = 2054519898] ------------------------------------- Time: 1.280 [ c4^3*c6^9 + 4830*c2*c3*c4^2*c5 + 20140*c3^2*c4^2*c5 + 2071*c1*c4^3*c5 + 4271*c2*c4^3*c5 + 25190*c3*c4^3*c5 + 7979*c4^4*c5 + 22388*c2^3*c5^2 + 30660*c1*c2*c3*c5^2 + 17*c2^2*c3*c5^2 + 11041*c1*c3^2*c5^2 + 12580*c2*c3^2*c5^2 + 10118*c3^3*c5^2 + 9652*c1*c2*c4*c5^2 + 70*c2^2*c4*c5^2 + 23774*c1*c3*c4*c5^2 + 16808*c2*c3*c4*c5^2 + 14687*c3^2*c4*c5^2 + 25911*c1*c4^2*c5^2 + 5606*c2*c4^2*c5^2 + 11249*c3*c4^2*c5^2 + 5536*c4^3*c5^2 + 13527*c1*c2*c5^3 + 20989*c2^2*c5^3 + 27433*c1*c3*c5^3 + 6080*c2*c3*c5^3 + 9083*c3^2*c5^3 + 3949*c1*c4*c5^3 + 12586*c2*c4*c5^3 + 20570*c3*c4*c5^3 + 19586*c4^2*c5^3 + 22430*c1*c5^4 + 17571*c2*c5^4 + 29945*c3*c5^4 + 18590*c4*c5^4 + 27064*c5^5 + 5468*c2^4*c6 + 28026*c1*c3^3*c6 + 18855*c2*c3^3*c6 + 29223*c3^4*c6 + 26275*c2^3*c4*c6 + 31803*c1*c2*c3*c4*c6 + 23729*c2^2*c3*c4*c6 + 9324*c1*c3^2*c4*c6 + 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12374*c3*c5^2*c6^2 + 2319*c4*c5^2*c6^2 + 14137*c5^3*c6^2 + 6112*c1*c2*c6^3 + 14607*c2^2*c6^3 + 17723*c1*c3*c6^3 + 22090*c2*c3*c6^3 + 14363*c3^2*c6^3 + 30102*c1*c4*c6^3 + 5920*c2*c4*c6^3 + 14091*c3*c4*c6^3 + 5931*c4^2*c6^3 + 15845*c1*c5*c6^3 + 7262*c2*c5*c6^3 + 24329*c3*c5*c6^3 + 22447*c4*c5*c6^3 + 30226*c5^2*c6^3 + 4768*c1*c6^4 + 5312*c2*c6^4 + 31685*c3*c6^4 + 27843*c4*c6^4 + 27829*c5*c6^4 + 4664*c6^5, c2^2*c5*c6^9 + 3362*c2*c3*c4^2*c5 + 9322*c3^2*c4^2*c5 + 16153*c1*c4^3*c5 + 7906*c2*c4^3*c5 + 29852*c3*c4^3*c5 + 16573*c4^4*c5 + 20798*c2^3*c5^2 + 15676*c1*c2*c3*c5^2 + 7614*c2^2*c3*c5^2 + 28442*c1*c3^2*c5^2 + 26091*c2*c3^2*c5^2 + 2891*c3^3*c5^2 + 495*c1*c2*c4*c5^2 + 1531*c2^2*c4*c5^2 + 13919*c1*c3*c4*c5^2 + 13873*c2*c3*c4*c5^2 + 6005*c3^2*c4*c5^2 + 8923*c1*c4^2*c5^2 + 16186*c2*c4^2*c5^2 + 7056*c3*c4^2*c5^2 + 30483*c4^3*c5^2 + 23049*c1*c2*c5^3 + 405*c2^2*c5^3 + 7857*c1*c3*c5^3 + 24015*c2*c3*c5^3 + 7926*c3^2*c5^3 + 8377*c1*c4*c5^3 + 5346*c2*c4*c5^3 + 15259*c3*c4*c5^3 + 7995*c4^2*c5^3 + 2067*c1*c5^4 + 40*c2*c5^4 + 22568*c3*c5^4 + 12997*c4*c5^4 + 21391*c5^5 + 3415*c2^4*c6 + 17138*c1*c3^3*c6 + 22285*c2*c3^3*c6 + 1358*c3^4*c6 + 19576*c2^3*c4*c6 + 10050*c1*c2*c3*c4*c6 + 542*c2^2*c3*c4*c6 + 11513*c1*c3^2*c4*c6 + 11374*c2*c3^2*c4*c6 + 25508*c3^3*c4*c6 + 25775*c1*c2*c4^2*c6 + 22811*c2^2*c4^2*c6 + 30660*c1*c3*c4^2*c6 + 22507*c2*c3*c4^2*c6 + 13327*c3^2*c4^2*c6 + 12819*c1*c4^3*c6 + 25319*c2*c4^3*c6 + 19034*c3*c4^3*c6 + 16326*c4^4*c6 + 12933*c2^3*c5*c6 + 24491*c1*c2*c3*c5*c6 + 24391*c2^2*c3*c5*c6 + 10366*c1*c3^2*c5*c6 + 4395*c2*c3^2*c5*c6 + 11646*c3^3*c5*c6 + 8322*c1*c2*c4*c5*c6 + 6445*c2^2*c4*c5*c6 + 2259*c1*c3*c4*c5*c6 + 19507*c2*c3*c4*c5*c6 + 4809*c3^2*c4*c5*c6 + 23060*c1*c4^2*c5*c6 + 4359*c2*c4^2*c5*c6 + 26135*c3*c4^2*c5*c6 + 10387*c4^3*c5*c6 + 16367*c1*c2*c5^2*c6 + 11221*c2^2*c5^2*c6 + 18407*c1*c3*c5^2*c6 + 19752*c2*c3*c5^2*c6 + 21935*c3^2*c5^2*c6 + 12749*c1*c4*c5^2*c6 + 28193*c2*c4*c5^2*c6 + 17317*c3*c4*c5^2*c6 + 1988*c4^2*c5^2*c6 + 22207*c1*c5^3*c6 + 3676*c2*c5^3*c6 + 30340*c3*c5^3*c6 + 31373*c4*c5^3*c6 + 4859*c5^4*c6 + 27422*c2^3*c6^2 + 27651*c1*c2*c3*c6^2 + 20041*c2^2*c3*c6^2 + 16585*c1*c3^2*c6^2 + 19838*c2*c3^2*c6^2 + 26975*c3^3*c6^2 + 5013*c1*c2*c4*c6^2 + 4087*c2^2*c4*c6^2 + 13045*c1*c3*c4*c6^2 + 513*c2*c3*c4*c6^2 + 25267*c3^2*c4*c6^2 + 93*c1*c4^2*c6^2 + 17185*c2*c4^2*c6^2 + 5697*c3*c4^2*c6^2 + 4805*c4^3*c6^2 + 24239*c1*c2*c5*c6^2 + 4485*c2^2*c5*c6^2 + 12279*c1*c3*c5*c6^2 + 15372*c2*c3*c5*c6^2 + 21577*c3^2*c5*c6^2 + 26885*c1*c4*c5*c6^2 + 11034*c2*c4*c5*c6^2 + 2574*c3*c4*c5*c6^2 + 23267*c4^2*c5*c6^2 + 30372*c1*c5^2*c6^2 + 873*c2*c5^2*c6^2 + 429*c3*c5^2*c6^2 + 30350*c4*c5^2*c6^2 + 31733*c5^3*c6^2 + 18420*c1*c2*c6^3 + 30680*c2^2*c6^3 + 13495*c1*c3*c6^3 + 3074*c2*c3*c6^3 + 27424*c3^2*c6^3 + 22873*c1*c4*c6^3 + 10228*c2*c4*c6^3 + 31521*c3*c4*c6^3 + 8525*c4^2*c6^3 + 30609*c1*c5*c6^3 + 331*c2*c5*c6^3 + 31157*c3*c5*c6^3 + 10924*c4*c5*c6^3 + 23207*c5^2*c6^3 + 27120*c1*c6^4 + 29912*c2*c6^4 + 9122*c3*c6^4 + 2887*c4*c6^4 + 30448*c5*c6^4 + 16120*c6^5, c1*c3*c5*c6^9 + 30544*c2*c3*c4^2*c5 + 13201*c3^2*c4^2*c5 + 2665*c1*c4^3*c5 + 4318*c2*c4^3*c5 + 20693*c3*c4^3*c5 + 1219*c4^4*c5 + 5306*c2^3*c5^2 + 18383*c1*c2*c3*c5^2 + 26589*c2^2*c3*c5^2 + 29457*c1*c3^2*c5^2 + 23939*c2*c3^2*c5^2 + 18017*c3^3*c5^2 + 30266*c1*c2*c4*c5^2 + 21184*c2^2*c4*c5^2 + 8428*c1*c3*c4*c5^2 + 4721*c2*c3*c4*c5^2 + 9663*c3^2*c4*c5^2 + 27633*c1*c4^2*c5^2 + 100*c2*c4^2*c5^2 + 20011*c3*c4^2*c5^2 + 1998*c4^3*c5^2 + 8925*c1*c2*c5^3 + 4881*c2^2*c5^3 + 829*c1*c3*c5^3 + 8042*c2*c3*c5^3 + 464*c3^2*c5^3 + 6591*c1*c4*c5^3 + 22155*c2*c4*c5^3 + 15549*c3*c4*c5^3 + 11422*c4^2*c5^3 + 18497*c1*c5^4 + 10701*c2*c5^4 + 28127*c3*c5^4 + 6791*c4*c5^4 + 7014*c5^5 + 6066*c2^4*c6 + 14180*c1*c3^3*c6 + 3634*c2*c3^3*c6 + 25454*c3^4*c6 + 5877*c2^3*c4*c6 + 30417*c1*c2*c3*c4*c6 + 15893*c2^2*c3*c4*c6 + 27841*c1*c3^2*c4*c6 + 5032*c2*c3^2*c4*c6 + 18468*c3^3*c4*c6 + 26476*c1*c2*c4^2*c6 + 28312*c2^2*c4^2*c6 + 9235*c1*c3*c4^2*c6 + 16485*c2* ** WARNING: Output too long, hence truncated. '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 23:07:11 2004 Input: P := PolynomialRing(FiniteField(31991),4,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); Output: Magma V2.11-6 Sun Sep 19 2004 23:07:11 on modular [Seed = 4227134350] ------------------------------------- Time: 0.000 Total time: 0.180 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 23:07:26 2004 Input: P := PolynomialRing(FiniteField(31991),4,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); B; Output: Magma V2.11-6 Sun Sep 19 2004 23:07:25 on modular [Seed = 4243846331] ------------------------------------- Time: 0.000 [ c2^2*c3^4 + c1*c2 + 31990*c1*c3 + c2*c3 + 31989*c3^2, c2^3*c3^2 + c2^2*c3^3 + 31990*c2 + 31990*c3, c1*c3^4 + c3^5 + 31990*c1 + 31990*c3, c1*c2*c3^2 + c2^2*c3^2 + 31990*c1*c3^3 + c2*c3^3 + 31990*c3^4 + 31990, c1*c2^2 + c2^2*c3 + 31990*c1*c3^2 + 31990*c3^3, c1^2 + 2*c1*c3 + c3^2, c0 + c1 + c2 + c3 ] Total time: 0.180 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Sun Sep 19 23:10:14 2004 Input: P := PolynomialRing(FiniteField(31991),8,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); B; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 19 2004 23:09:53 on modular [Seed = 4110155743] ------------------------------------- Errors: /bin/sh: line 1: 27614 Killed nice -n 19 /usr/local/bin/magma '203.199' ************** MAGMA ***************** Host 203.199.51.149 (203.199.51.149) Time: Mon Sep 20 02:14:07 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Mon Sep 20 2004 02:14:07 on modular [Seed = 521153308] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '203.199' ************** MAGMA ***************** Host 203.199.51.149 (203.199.51.149) Time: Mon Sep 20 02:15:13 2004 Input: A := Matrix(K, 5, [ 0, 2, 4, 2, 0, 2, 2, 2, 3, 3, 3, 4, 4, 1, 3, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0 ]); FrobeniusForm(A) Output: Magma V2.11-6 Mon Sep 20 2004 02:15:13 on modular [Seed = 1818449969] ------------------------------------- >> A := Matrix(K, 5, ^ User error: Identifier 'K' has not been declared or assigned >> FrobeniusForm(A); ^ User error: Identifier 'A' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '203.199' ************** MAGMA ***************** Host 203.199.51.149 (203.199.51.149) Time: Mon Sep 20 02:15:35 2004 Input: K := GF(5); A := Matrix(K, 5, [ 0, 2, 4, 2, 0, 2, 2, 2, 3, 3, 3, 4, 4, 1, 3, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0 ]); FrobeniusForm(A) Output: Magma V2.11-6 Mon Sep 20 2004 02:15:35 on modular [Seed = 1634620874] ------------------------------------- FrobeniusForm( M: [0 2 4 2 0] [2 2 2 3 3] [3 4 4 1 3] [0 0 0 0 1] [0 0 0 1 0] ) In file "/usr/local/magma/package/Geometry/CrvAnJac/frobenius.m", line 95, column 23: >> require BaseRing(M) eq IntegerRing(): ^ Runtime error in 'eq': Bad argument types Argument types given: FldFin, RngInt Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:43:29 2004 Input: factorize(x~10-1); Output: Magma V2.11-6 Mon Sep 20 2004 02:43:29 on modular [Seed = 2862978967] ------------------------------------- >> factorize(x~10-1);; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:43:45 2004 Input: factorize(x^10-1); Output: Magma V2.11-6 Mon Sep 20 2004 02:43:45 on modular [Seed = 2695863725] ------------------------------------- >> factorize(x^10-1);; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:44:50 2004 Input: P:=PolynomialRing(RationalField(),1); factorize(x); Output: Magma V2.11-6 Mon Sep 20 2004 02:44:50 on modular [Seed = 3182592243] ------------------------------------- >> factorize(x);; ^ User error: Identifier 'factorize' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:45:06 2004 Input: P:=PolynomialRing(RationalField(),1); Factorize(x); Output: Magma V2.11-6 Mon Sep 20 2004 02:45:06 on modular [Seed = 3132458980] ------------------------------------- >> Factorize(x);; ^ User error: Identifier 'Factorize' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:45:19 2004 Input: P:=PolynomialRing(RationalField(),1); Factor(x); Output: Magma V2.11-6 Mon Sep 20 2004 02:45:19 on modular [Seed = 3082324708] ------------------------------------- >> Factor(x);; ^ Runtime error in 'Factor': Bad argument types Argument types given: RngMPolElt Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:48:24 2004 Input: P:=PolynomialRing(RationalField(),1); Factorization(x); Output: Magma V2.11-6 Mon Sep 20 2004 02:48:24 on modular [Seed = 2290594972] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:48:32 2004 Input: P:=PolynomialRing(RationalField(),1); time Factorization(x); Output: Magma V2.11-6 Mon Sep 20 2004 02:48:32 on modular [Seed = 2257173226] ------------------------------------- [ ] Time: 0.000 Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:49:33 2004 Input: P:=PolynomialRing(RationalField(),4); time Factorization(29*w^4*z^3*x^33+21*z^2*x^24+(3*w^15*y^20-15*z^16*y^2)*x^21+29*w^4*z^3*y^2*x^14+(29*w^4*z^3*y^18-29*w^4*z^3*y^14-29*w^4*z^34-29*w^16*z^23+29*w^6*z^3)*x^12+21*z^2*y^2*x^5+(21*z^2*y^18-21*z^2*y^14-21*z^33-21*w^12*z^22+21*w^2*z^2)*x^3+(3*w^15*y^22-15*z^16*y^4)*x^2+3*w^15*y^38-3*w^15*y^34+(-3*w^15*z^31-3*w^27*z^20-15*z^16+3*w^17)*y^20+15*z^16*y^16+(15*z^47+15*w^12*z^36-15*w^2*z^16)*y^2 ); Output: Magma V2.11-6 Mon Sep 20 2004 02:49:32 on modular [Seed = 2660344526] ------------------------------------- [ , ] Time: 0.030 Total time: 0.220 seconds, Total memory usage: 3.56MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:58:31 2004 Input: A:=Matrix(RationalField,20, 4,0,14,17,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 02:58:30 on modular [Seed = 3924219731] ------------------------------------- >> A:=Matrix(RationalField,20, ^ Runtime error in 'Matrix': Bad argument types >> time JordanForm(A); ^ User error: Identifier 'A' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:58:52 2004 Input: A:=Matrix(RationalField(),20, 4,0,14,17,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 02:58:51 on modular [Seed = 3874084966] ------------------------------------- >> A:=Matrix(RationalField(),20, ^ Runtime error in 'Matrix': Bad argument types >> time JordanForm(A); ^ User error: Identifier 'A' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:59:31 2004 Input: A:=Matrix(RationalField(),20,[ 4,0,14,17,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1]); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 02:59:31 on modular [Seed = 3823951132] ------------------------------------- [2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1] Time: 0.010 Total time: 0.200 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 02:59:50 2004 Input: A:=Matrix(RationalField(),20,[ 4,0,14,18,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1]); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 02:59:50 on modular [Seed = 4176987698] ------------------------------------- [2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1] Time: 0.020 Total time: 0.210 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 03:00:08 2004 Input: A:=Matrix(RationalField(),20,[ 4,0,14,30,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1]); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 03:00:08 on modular [Seed = 4126853921] ------------------------------------- [2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1] Time: 0.030 Total time: 0.210 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 03:01:04 2004 Input: A:=Matrix(RationalField(),20,[ 30,0,14,30,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0 ,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,91,0,0,0,0,0,0,0,0,0,1,0,0, 0,900,0,-10,0,-6,0,0,2,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,2,0,0,0,1,0,0,0,0 ,0,0,0,0,0,0,0,0,0,0,0,0,1,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,1,0,0,0,0,0, 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,2,0,0,0 ,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0 ,0,-7,0,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0 ,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,2,1,8,0,0,0,0,30,0,0,153, 32,0,0,0,-1,0,0,1,-30,32,34,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,-31,0 ,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,-89,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3, 0,24,21,0,0,-720,2,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,1]); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 03:01:04 on modular [Seed = 4076680174] ------------------------------------- [2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 86 -64 32] Time: 0.020 Total time: 0.210 seconds, Total memory usage: 3.51MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 03:03:48 2004 Input: A:=Matrix(RationalField(),20,[0,0,14,30,0,0,0,0,0,0,21,1,0,-8,-7,0,0,170,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,3,0,0,0,0,0,0,0,0,0,1,0,0,0,900,0,-10,0,-6,0,0,4,0,0,0,0,0,0,0,0,6,0,0,0,0,0,0,0,0,0,0,7,5,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,6,-8,0,0,0,0,0,0,4,0,1,0,0,0,0,8,0,0,0,0,1,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,8,0,1,0,0,0,0,0,0,0,0,0,0,42,0,0,1,0,0,0,0,9,0,0,0,-36,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,10,0,0,0,0,0,0,10,0,0,-1,0,-28,-32,0,0,0,0,0,0,-7,11,0,0,0,0,0,-320,1,0,0,0,0,0,0,1,0,0,0,0,0,0,12,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,13,0,0,0,0,0,0,0,0,0,0,5,1,0,0,0,0,0,0,0,0,14,1,8,0,0,0,0,30,0,0,153,32,0,0,0,-1,0,0,1,-30,32,15,264,0,0,0,0,0,0,0,-20,-4,0,0,0,0,0,0,0,0,-4,-4,16,0,0,0,0,0,0,-9,0,0,0,0,0,0,0,0,0,0,0,0,0,17,0,1,-6,0,-41,-72,0,0,0,0,0,0,-42,-3,0,24,21,0,0,-720,18,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,19]); time JordanForm(A); Output: Magma V2.11-6 Mon Sep 20 2004 03:03:48 on modular [Seed = 3418622515] ------------------------------------- [2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 12 -202 29 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 12391460 -3470122 311547 -9313 57 0 0 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1] [0 0 0 0 0 0 0 0 0 1461107520 -25800503784 27134868792 -12581845556 3323089260 -550255877 59378286 -4209963 193800 -5659 102] Time: 0.080 Total time: 0.270 seconds, Total memory usage: 3.56MB '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 03:19:22 2004 Input: P := PolynomialRing(FiniteField(2),4); I:= ideal

; time B := PrimaryDecomposition(I); B; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 20 2004 03:19:01 on modular [Seed = 606855534] ------------------------------------- Errors: /bin/sh: line 1: 28171 Killed nice -n 19 /usr/local/bin/magma '219.164' ************** MAGMA ***************** Host 219.164.138.41 (219.164.138.41) Time: Mon Sep 20 03:19:52 2004 Input: P := PolynomialRing(FiniteField(31991),4); I:= ideal

; time B := PrimaryDecomposition(I); B; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 20 2004 03:19:31 on modular [Seed = 1010039184] ------------------------------------- Errors: /bin/sh: line 1: 28179 Killed nice -n 19 /usr/local/bin/magma '134.60.' ************** MAGMA ***************** Host 134.60.67.219 (134.60.67.219) Time: Mon Sep 20 03:47:49 2004 Input: M2:= MatrixRing(Integers(), 2); Z1:=[ M2!1, M2!1]; Z2:=[ M2!1, M2![2,1,1,2] ]; ok, T:= IsIsometric(Z1, Z2); T; Output: Magma V2.11-6 Mon Sep 20 2004 03:47:48 on modular [Seed = 1634642794] ------------------------------------- [1 0] [0 1] Total time: 0.190 seconds, Total memory usage: 3.51MB '147.210' ************** MAGMA ***************** Host 147.210.17.33 (147.210.17.33) Time: Mon Sep 20 08:05:48 2004 Input: TransitiveGroup(9,T_{33}^+); Output: Magma V2.11-6 Mon Sep 20 2004 08:05:48 on modular [Seed = 809481887] ------------------------------------- >> TransitiveGroup(9,T_{33}^+);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '147.210' ************** MAGMA ***************** Host 147.210.17.33 (147.210.17.33) Time: Mon Sep 20 08:06:29 2004 Input: TransitiveGroup(9,T33+); Output: Magma V2.11-6 Mon Sep 20 2004 08:06:29 on modular [Seed = 993312205] ------------------------------------- >> TransitiveGroup(9,T33+);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '195.130' ************** MAGMA ***************** Host 195.130.112.43 (195.130.112.43) Time: Mon Sep 20 11:35:56 2004 Input: K := GF(3); R := PolynomialRing(K, [3^2 -3, 3^2 -1, 3^4 -3^3, 3^4 -3^2 ]); R; P := [ z, w, y*(w-y^9 -x^3 *(z-x^9)), y^3 *(z-x^9) +x*(w-y^9 -x^3 *(z-x^9)) ] ; I:=ideal; V,phi:=VectorSpace(quo); S:=[R!(v@@phi ): v in Basis(V)]; S; Output: Magma V2.11-6 Mon Sep 20 2004 11:35:55 on modular [Seed = 1262809762] ------------------------------------- Graded Polynomial ring of rank 4 over GF(3) Lexicographical Order Variables: x, y, z, w Variable weights: 6 8 54 72 [ 1, y, y^2, y^3, y^4, y^5, y^6, y^7, y^8, y^9, y^10, y^11, y^12, x, x*y, x*y^2, x*y^3, x*y^4, x*y^5, x*y^6, x*y^7, x*y^8, x*y^9, x*y^10, x*y^11, x*y^12, x^2, x^2*y, x^2*y^2, x^2*y^3, x^2*y^4, x^2*y^5, x^2*y^6, x^2*y^7, x^2*y^8, x^2*y^9, x^2*y^10, x^2*y^11, x^2*y^12, x^3, x^3*y, x^3*y^2, x^3*y^3, x^3*y^4, x^3*y^5, x^3*y^6, x^3*y^7, x^3*y^8, x^3*y^9, x^3*y^10, x^3*y^11, x^3*y^12, x^4, x^4*y, x^4*y^2, x^4*y^3, x^4*y^4, x^4*y^5, x^4*y^6, x^4*y^7, x^4*y^8, x^4*y^9, x^4*y^10, x^4*y^11, x^4*y^12, x^5, x^5*y, x^5*y^2, x^5*y^3, x^5*y^4, x^5*y^5, x^5*y^6, x^5*y^7, x^5*y^8, x^5*y^9, x^5*y^10, x^5*y^11, x^5*y^12, x^6, x^6*y, x^6*y^2, x^6*y^3, x^6*y^4, x^6*y^5, x^6*y^6, x^6*y^7, x^6*y^8, x^6*y^9, x^6*y^10, x^6*y^11, x^6*y^12, x^7, x^7*y, x^7*y^2, x^7*y^3, x^7*y^4, x^7*y^5, x^7*y^6, x^7*y^7, x^7*y^8, x^7*y^9, x^7*y^10, x^7*y^11, x^7*y^12, x^8, x^8*y, x^8*y^2, x^8*y^3, x^8*y^4, x^8*y^5, x^8*y^6, x^8*y^7, x^8*y^8, x^8*y^9, x^8*y^10, x^8*y^11, x^8*y^12, x^9, x^9*y, x^9*y^2, x^9*y^3, x^10, x^10*y, x^10*y^2, x^10*y^3, x^11, x^11*y, x^11*y^2, x^11*y^3, x^12 ] Total time: 0.200 seconds, Total memory usage: 3.66MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:45:39 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,1, -1020589392,-12549449883218])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:45:39 on modular [Seed = 1548883033] ------------------------------------- [ <3, 11>, <5, 4>, <11, 1>, <131, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:46:34 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -1576045728,24082487013852])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:46:34 on modular [Seed = 1498878213] ------------------------------------- [ <2, 8>, <3, 9>, <5, 4>, <29, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:47:12 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -1331364250,-18697482798839])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:47:11 on modular [Seed = 1095698936] ------------------------------------- [ <2, 4>, <3, 6>, <11, 9>, <43, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:47:53 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,1, -8059714329,278504219221139])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:47:53 on modular [Seed = 1245971141] ------------------------------------- [ <3, 9>, <11, 10>, <13, 8> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:48:36 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -6181569372,187066592189768])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:48:36 on modular [Seed = 3082420069] ------------------------------------- [ <2, 10>, <3, 21>, <107, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:49:14 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,1, -358510449,2612782268914])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:49:14 on modular [Seed = 2982148749] ------------------------------------- [ <3, 15>, <83, 8> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Mon Sep 20 12:49:51 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,1, -14461288257,669358199975026])))); Output: Magma V2.11-6 Mon Sep 20 2004 12:49:50 on modular [Seed = 3115840161] ------------------------------------- [ <3, 7>, <13, 10>, <41, 3> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:22:04 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:22:03 on modular [Seed = 287293543] ------------------------------------- >> [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]); ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:22:45 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:22:45 on modular [Seed = 151509057] ------------------------------------- >> [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:25:56 2004 Input: help IntegerRing; Output: Magma V2.11-6 Mon Sep 20 2004 22:25:55 on modular [Seed = 34394635] ------------------------------------- >> help IntegerRing; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:26:13 2004 Input: help(IntegerRing); Output: Magma V2.11-6 Mon Sep 20 2004 22:26:13 on modular [Seed = 2121313798] ------------------------------------- >> help(IntegerRing);; ^ User error: Identifier 'help' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:28:24 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:28:23 on modular [Seed = 2004461453] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:28:51 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:28:51 on modular [Seed = 1920770732] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:29:13 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) ! [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:29:13 on modular [Seed = 1851834026] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:29:47 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:29:46 on modular [Seed = 1784985932] ------------------------------------- >> [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:29:58 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:29:58 on modular [Seed = 1718138237] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:36:20 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); FourDescendentAscent; Output: Magma V2.11-6 Mon Sep 20 2004 22:36:20 on modular [Seed = 1532332482] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]); ^ User error: Identifier 'M' has not been declared or assigned Intrinsic 'FourDescendentAscent' Signatures: ( A, pt) -> CrvEll, PtEll Given a four-descendent with a point on it, construct the associated EC and the point on that. Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:42:33 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() : 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() : 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); FourDescendentAscent; Output: Magma V2.11-6 Mon Sep 20 2004 22:42:32 on modular [Seed = 1312856683] ------------------------------------- >> [ IntegerRing() : 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ^ User error: bad syntax >> [ IntegerRing() : 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]); ^ User error: Identifier 'M' has not been declared or assigned Intrinsic 'FourDescendentAscent' Signatures: ( A, pt) -> CrvEll, PtEll Given a four-descendent with a point on it, construct the associated EC and the point on that. Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:42:54 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); FourDescendentAscent; Output: Magma V2.11-6 Mon Sep 20 2004 22:42:54 on modular [Seed = 1246010969] ------------------------------------- >> [ 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]); ^ User error: Identifier 'M' has not been declared or assigned Intrinsic 'FourDescendentAscent' Signatures: ( A, pt) -> CrvEll, PtEll Given a four-descendent with a point on it, construct the associated EC and the point on that. Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:43:25 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:43:24 on modular [Seed = 1179161143] ------------------------------------- >> [ IntegerRing() 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] ^ User error: bad syntax >> [ IntegerRing() 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36 ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]); ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:43:51 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() : 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() : 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:43:51 on modular [Seed = 3199232740] ------------------------------------- >> [ IntegerRing() : 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ^ User error: bad syntax >> [ IntegerRing() : 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ User error: bad syntax >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 22:44:05 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() ! 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ] [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 22:44:05 on modular [Seed = 3132387058] ------------------------------------- >> [ IntegerRing() ! 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, - ^ Runtime error in '[]': Sequence element 0 not defined >> FourDescendentAscent(M,[-24,6,-7,-1]);; ^ User error: Identifier 'M' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '68.77.3' ************** MAGMA ***************** Host 68.77.37.223 (68.77.37.223) Time: Mon Sep 20 23:14:59 2004 Input: 0.05^365 Output: Magma V2.11-6 Mon Sep 20 2004 23:14:59 on modular [Seed = 3940824932] ------------------------------------- 1.330612450002547099971891786327284012790E-475 Total time: 0.200 seconds, Total memory usage: 3.51MB '68.77.3' ************** MAGMA ***************** Host 68.77.37.223 (68.77.37.223) Time: Mon Sep 20 23:20:40 2004 Input: 0.05*365*366/2 Output: Magma V2.11-6 Mon Sep 20 2004 23:20:40 on modular [Seed = 3637905389] ------------------------------------- 3339.749999999999999999999999999999999975925 Total time: 0.190 seconds, Total memory usage: 3.51MB '68.77.3' ************** MAGMA ***************** Host 68.77.37.223 (68.77.37.223) Time: Mon Sep 20 23:22:55 2004 Input: 0.05*20*21/2 Output: Magma V2.11-6 Mon Sep 20 2004 23:22:55 on modular [Seed = 3504213858] ------------------------------------- 10.499999999999999999999999999999999999952 Total time: 0.190 seconds, Total memory usage: 3.51MB '68.77.3' ************** MAGMA ***************** Host 68.77.37.223 (68.77.37.223) Time: Mon Sep 20 23:23:32 2004 Input: 0.05*365*366/2 Output: Magma V2.11-6 Mon Sep 20 2004 23:23:31 on modular [Seed = 3385267783] ------------------------------------- 3339.749999999999999999999999999999999975925 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 23:41:27 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ], [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); Output: Magma V2.11-6 Mon Sep 20 2004 23:41:27 on modular [Seed = 809423851] ------------------------------------- FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -24, 6, -7, -1 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -24, 6, -7, -1 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 23:42:28 2004 Input: M := [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 2, 0, 4, 2, 0, -2, 2, 0, 4, 2, -43, -74, 2, 0, -74, 45 ], [ IntegerRing() | 0, 4, 2, -4, 4, 0, 0, -2, 2, 0, 38, -90, -4, -2, -90, -36]]; FourDescendentAscent(M,[-24,6,-7,-1]); FourDescendentAscent(M,[-3,-248,-2,-8]); FourDescendentAscent(M,[0,0,0,0]); FourDescendentAscent(M,[9,-252,0,18]); FourDescendentAscent(M,[20,-2,0,-4]); FourDescendentAscent(M,[24,10,0,12]); Output: Magma V2.11-6 Mon Sep 20 2004 23:42:28 on modular [Seed = 757321525] ------------------------------------- FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -24, 6, -7, -1 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -24, 6, -7, -1 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -3, -248, -2, -8 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ -3, -248, -2, -8 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 0, 0, 0, 0 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 0, 0, 0, 0 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 123, column 20: >> ex := [-f(u[1])/f(u[2]), f(u[5])/f(u[2])^2]; ^ Runtime error in '/': Division by zero FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 9, -252, 0, 18 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 9, -252, 0, 18 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 20, -2, 0, -4 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 20, -2, 0, -4 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed FourDescendentAscent( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 24, 10, 0, 12 ] ) FourDescendentCover( A: [ [ 2 0 4 2] [ 0 -2 2 0] [ 4 2 -43 -74] [ 2..., pt: [ 24, 10, 0, 12 ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/fourdesc.m", line 116, column 5: >> assert &and[QFFromMatrix(pt, a) eq 0 : a in A]; ^ Runtime error in assert: Assertion failed Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 23:57:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-60076619,-176354810358]); E; f := P!Reverse([13697,-1424,25026,1424,13697]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 20 2004 23:57:00 on modular [Seed = 3807118638] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 60076619*x - 176354810358 over Rational Field 13697*x^4 - 1424*x^3 + 25026*x^2 + 1424*x + 13697 4 Errors: /bin/sh: line 1: 418 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Mon Sep 20 23:58:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-60076619,-176354810358]); E; f := P!Reverse([13697,-1424,25026,1424,13697]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 20 2004 23:58:09 on modular [Seed = 3890806902] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 60076619*x - 176354810358 over Rational Field 13697*x^4 - 1424*x^3 + 25026*x^2 + 1424*x + 13697 4 Point [ 1, 448, 90, 315 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 454, 485, 385 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 768, 105, 918 ] was singular mod 1009 and ignored at the #3 lift [ [ 7569, -4131, -1251, 1019 ], [ 4457, -10449, 2270, 232 ], [ 2880, 8588, 1019, 1251 ], [ 12719, 4689, 232, -2270 ] ] Scheme over Rational Field defined by 2*r1^2 + 2*r1*r3 - 2*r2^2 + 4*r2*r3 + 2*r2*r4 + 43*r3^2 + 74*r3*r4 - 45*r4^2, 4*r1*r2 + 2*r1*r4 - 2*r2*r3 + 4*r2*r4 + 38*r3^2 - 90*r3*r4 - 36*r4^2 (-2595840127566329121735993984048027691/527813643022911078884862253965601 : -148735474405042246730990528626903251500148027053959420/12126093640313010487107\ 907036563938265274448708401 : 1) 72.98759751512406523943 Total time: 4.900 seconds, Total memory usage: 9.13MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Tue Sep 21 00:14:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([-1069283275100,253352597540,-4944196555859,529370810346,-5718704313951]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:14:11 on modular [Seed = 2223664983] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field -1069283275100*x^4 + 253352597540*x^3 - 4944196555859*x^2 + 529370810346*x - 5718704313951 Errors: /bin/sh: line 1: 452 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Tue Sep 21 00:15:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:15:38 on modular [Seed = 2307351075] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 5*x^4 + 9930400468081*x^2 + 79409849685606720000000 Errors: /bin/sh: line 1: 457 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Tue Sep 21 00:16:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:16:10 on modular [Seed = 2390779076] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 5*x^4 + 9930400468081*x^2 + 79409849685606720000000 Errors: /bin/sh: line 1: 462 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.22 (66.63.133.22) Time: Tue Sep 21 00:17:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([7,0,9930400468081,0,56721321204004800000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:16:57 on modular [Seed = 2509996012] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 7*x^4 + 9930400468081*x^2 + 56721321204004800000000 Errors: /bin/sh: line 1: 469 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:19:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([35,0,9930400468081,0,11344264240800960000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:19:12 on modular [Seed = 2712619809] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 35*x^4 + 9930400468081*x^2 + 11344264240800960000000 Errors: /bin/sh: line 1: 481 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:21:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); E; f := P!Reverse([21,0,586851077698033,0,-1566005291005583770953194304]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:21:05 on modular [Seed = 2929738719] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 9230260848514469640007985630*x + 334438337831884796715017914060851818910900 over Rational Field 21*x^4 + 586851077698033*x^2 - 1566005291005583770953194304 Errors: /bin/sh: line 1: 494 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:22:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); E; f := P!Reverse([9494,0,586851077698033,0,-3463883622405441246051936]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:22:02 on modular [Seed = 3015532185] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 9230260848514469640007985630*x + 334438337831884796715017914060851818910900 over Rational Field 9494*x^4 + 586851077698033*x^2 - 3463883622405441246051936 Errors: /bin/sh: line 1: 499 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:23:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); E; f := P!Reverse([-9494,0,586851077698033,0,3463883622405441246051936]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:22:52 on modular [Seed = 3098957156] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 9230260848514469640007985630*x + 334438337831884796715017914060851818910900 over Rational Field -9494*x^4 + 586851077698033*x^2 + 3463883622405441246051936 Errors: /bin/sh: line 1: 504 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:27:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,33236258933233,0,-3041245986244291199359212139584,0]); E; f := P!Reverse([7081614609,-1585505670,-1335324459483107,22415940428741300,53475326226066231844]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:27:12 on modular [Seed = 1112321697] ------------------------------------- Elliptic Curve defined by y^2 = x^3 + 33236258933233*x^2 - 3041245986244291199359212139584*x over Rational Field 7081614609*x^4 - 1585505670*x^3 - 1335324459483107*x^2 + 22415940428741300*x + 53475326226066231844 Errors: /bin/sh: line 1: 513 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:29:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,33236258933233,0,-3041245986244291199359212139584,0]); E; f := P!Reverse([60896770129,-80354628738,-1042987114325471,-26568661741559280,7178925450489669760]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:28:42 on modular [Seed = 1246013171] ------------------------------------- Elliptic Curve defined by y^2 = x^3 + 33236258933233*x^2 - 3041245986244291199359212139584*x over Rational Field 60896770129*x^4 - 80354628738*x^3 - 1042987114325471*x^2 - 26568661741559280*x + 7178925450489669760 Errors: /bin/sh: line 1: 521 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:30:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,33236258933233,0,-3041245986244291199359212139584,0]); E; f := P!Reverse([9343387599841,15614278042646,-795444190357571,-5274667996568820,48587712742916100]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:29:48 on modular [Seed = 1279435571] ------------------------------------- Elliptic Curve defined by y^2 = x^3 + 33236258933233*x^2 - 3041245986244291199359212139584*x over Rational Field 9343387599841*x^4 + 15614278042646*x^3 - 795444190357571*x^2 - 5274667996568820*x + 48587712742916100 Errors: /bin/sh: line 1: 527 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:32:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,33236258933233,0,-3041245986244291199359212139584,0]); E; f := P!Reverse([7011619561,686613510,-743640309042827,-189558707599814940,68625448928056082596]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:31:50 on modular [Seed = 1465497762] ------------------------------------- Elliptic Curve defined by y^2 = x^3 + 33236258933233*x^2 - 3041245986244291199359212139584*x over Rational Field 7011619561*x^4 + 686613510*x^3 - 743640309042827*x^2 - 189558707599814940*x + 68625448928056082596 Errors: /bin/sh: line 1: 532 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:34:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-1038427054499523341167676503880,407297544805282559416553418251079648077247552]); E; f := P!Reverse([-21,0,28240252302367492,0,-506961355131804394192896]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:34:03 on modular [Seed = 1498920737] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 1038427054499523341167676503880*x + 407297544805282559416553418251079648077247552 over Rational Field -21*x^4 + 28240252302367492*x^2 - 506961355131804394192896 Errors: /bin/sh: line 1: 538 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:36:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:35:58 on modular [Seed = 1548923569] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 5*x^4 + 9930400468081*x^2 + 79409849685606720000000 Errors: /bin/sh: line 1: 543 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:37:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); E; f := P!Reverse([7,0,9930400468081,0,56721321204004800000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 00:36:55 on modular [Seed = 1734969795] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field 7*x^4 + 9930400468081*x^2 + 56721321204004800000000 Errors: /bin/sh: line 1: 548 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:41:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([3109,348,-10608,2264,13220]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:41:44 on modular [Seed = 1868668708] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field 3109*x^4 + 348*x^3 - 10608*x^2 + 2264*x + 13220 2 Point [ 1, 338, 15, 394 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 581, 355, 788 ] was singular mod 1009 and ignored at the #1 lift [ [ 2002, -72, -385, -215 ] ] Scheme over Rational Field defined by r1^2 + 20*r1*r2 + 4*r1*r3 + 2*r1*r4 + 14*r2^2 + 62*r2*r3 + 70*r2*r4 + 18*r3^2 - 72*r3*r4 + 70*r4^2, r1^2 + 30*r1*r2 + 22*r1*r3 - 44*r1*r4 - 6*r2^2 + 142*r2*r3 + 30*r2*r4 + 70*r3^2 - 148*r3*r4 - 90*r4^2 (252577815405866106220347147925969/132858182474671836373869534025 : -421988733621958724598767827675464358840960165922/48426430709924637308465095077\ 859469576205125 : 1) 66.43307922758570782661 Total time: 8.089 seconds, Total memory usage: 6.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:47:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([1069,0,-6414,-17104,43829]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:47:09 on modular [Seed = 1987609976] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field 1069*x^4 - 6414*x^2 - 17104*x + 43829 2 [ [ 1899, -582, 577, 1637 ], [ 582, 1899, 1637, -577 ] ] Scheme over Rational Field defined by 12*r1*r2 + 6*r1*r3 + 4*r1*r4 - 4*r2*r3 + 6*r2*r4 + 3*r3^2 + 6*r3*r4 - 3*r4^2, 4*r1^2 - 8*r1*r2 + 22*r1*r3 - 10*r1*r4 - 4*r2^2 + 10*r2*r3 + 22*r2*r4 - 4*r3^2 + 4*r4^2 (-73975153990139974920200842127/27541173285562142868881521 : 25647697356660597659544931073115508448307290/1445352096157604700778580259092615\ 70569 : 1) 66.43307922758570782661 Total time: 3.089 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:51:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:51:23 on modular [Seed = 2021034608] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 Point [ 1, 60, 174, 127 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 70, 211, 528 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1*r3 + r2^2 - 2*r2*r3 - r3^2 + 2*r3*r4 + r4^2, 12*r1^2 + 18*r1*r2 + 34*r1*r3 + 22*r1*r4 + 24*r2^2 - 22*r2*r3 - 62*r2*r4 + 38*r3^2 + 4*r3*r4 - 46*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 4.660 seconds, Total memory usage: 5.40MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:51:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:51:53 on modular [Seed = 51245353] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 + 2*r2*r3 - r3^2 - r4^2, 12*r1^2 - 60*r1*r2 + 10*r1*r3 + 70*r1*r4 - 13*r2^2 + 14*r2*r4 - 25*r3^2 - 24*r3*r4 - 49*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 4.570 seconds, Total memory usage: 5.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:52:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[2]); Height($2); Output: Magma V2.11-6 Tue Sep 21 2004 00:52:25 on modular [Seed = 101250252] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 Point [ 1, 60, 174, 127 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 70, 211, 528 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1*r3 + r2^2 - 2*r2*r3 - r3^2 + 2*r3*r4 + r4^2, 12*r1^2 + 18*r1*r2 + 34*r1*r3 + 22*r1*r4 + 24*r2^2 - 22*r2*r3 - 62*r2*r4 + 38*r3^2 + 4*r3*r4 - 46*r4^2 >> m(pts[2]); ^ Runtime error in '[]': Sequence element 2 not defined >> Height($2); ^ Runtime error in 'Height': Bad argument types Argument types given: SeqEnum[Any] Total time: 4.650 seconds, Total memory usage: 5.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:53:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[2]); Height($2); Output: Magma V2.11-6 Tue Sep 21 2004 00:52:57 on modular [Seed = 234945764] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 Point [ 1, 539, 904, 469 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 - 2*r2*r4 - r3^2 - r4^2, 24*r1^2 - 34*r1*r2 + 20*r1*r3 + 16*r1*r4 - 17*r2^2 + 22*r2*r3 - 40*r2*r4 + 35*r3^2 + 80*r3*r4 - 45*r4^2 >> m(pts[2]); ^ Runtime error in '[]': Sequence element 2 not defined >> Height($2); ^ Runtime error in 'Height': Bad argument types Argument types given: SeqEnum[Any] Total time: 4.639 seconds, Total memory usage: 5.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:53:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:53:22 on modular [Seed = 387573142] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 + 2*r2*r3 - r3^2 - r4^2, 12*r1^2 - 60*r1*r2 + 10*r1*r3 + 70*r1*r4 - 13*r2^2 + 14*r2*r4 - 25*r3^2 - 24*r3*r4 - 49*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 4.790 seconds, Total memory usage: 5.38MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:53:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:53:39 on modular [Seed = 437577866] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 + 2*r2*r3 - r3^2 - r4^2, 12*r1^2 - 60*r1*r2 + 10*r1*r3 + 70*r1*r4 - 13*r2^2 + 14*r2*r4 - 25*r3^2 - 24*r3*r4 - 49*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 4.710 seconds, Total memory usage: 5.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:54:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([-1,0,6414,0,-1142761]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[3]); Height($3); Output: Magma V2.11-6 Tue Sep 21 2004 00:54:01 on modular [Seed = 471002806] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field -x^4 + 6414*x^2 - 1142761 4 [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 + 2*r2*r3 - r3^2 - r4^2, 12*r1^2 - 60*r1*r2 + 10*r1*r3 + 70*r1*r4 - 13*r2^2 + 14*r2*r4 - 25*r3^2 - 24*r3*r4 - 49*r4^2 >> m(pts[3]); ^ Runtime error in '[]': Sequence element 3 not defined >> Height($3); ^ Runtime error in 'Height': Bad argument types Argument types given: RngIntElt Total time: 4.599 seconds, Total memory usage: 5.33MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 00:56:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1142761,0]); E; f := P!Reverse([3109,348,-10608,2264,13220]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 00:56:05 on modular [Seed = 723901965] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1142761*x over Rational Field 3109*x^4 + 348*x^3 - 10608*x^2 + 2264*x + 13220 2 Point [ 1, 338, 15, 394 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 581, 355, 788 ] was singular mod 1009 and ignored at the #1 lift [ [ 2002, -72, -385, -215 ] ] Scheme over Rational Field defined by r1^2 + 20*r1*r2 + 4*r1*r3 + 2*r1*r4 + 14*r2^2 + 62*r2*r3 + 70*r2*r4 + 18*r3^2 - 72*r3*r4 + 70*r4^2, r1^2 + 30*r1*r2 + 22*r1*r3 - 44*r1*r4 - 6*r2^2 + 142*r2*r3 + 30*r2*r4 + 70*r3^2 - 148*r3*r4 - 90*r4^2 (252577815405866106220347147925969/132858182474671836373869534025 : -421988733621958724598767827675464358840960165922/48426430709924637308465095077\ 859469576205125 : 1) 66.43307922758570782661 Total time: 8.330 seconds, Total memory usage: 7.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:04:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1194649,0]); E; f := P!Reverse([1093,0,-6558,-17488,44813]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:04:44 on modular [Seed = 876266267] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1194649*x over Rational Field 1093*x^4 - 6558*x^2 - 17488*x + 44813 2 Point [ 1, 26, 0, 293 ] was singular mod 1009 and ignored at the #1 lift [ [ 169, -71, -157, 520 ], [ 71, 169, 520, 157 ] ] Scheme over Rational Field defined by r1^2 + 6*r1*r2 + 12*r1*r3 + 2*r1*r4 - r2^2 - 2*r2*r3 + 12*r2*r4 - 4*r3^2 + 4*r3*r4 + 4*r4^2, 3*r1^2 - 14*r1*r2 + 14*r1*r3 - 3*r2^2 + 14*r2*r4 + 4*r3^2 - 20*r3*r4 - 4*r4^2 (12493251233560917444763441/6396350846877039790681 : -4115201667608471287859832462212724410/511562164051420879260293302467421 : 1) 56.56757198997087243697 Total time: 3.180 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:07:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1194649,0]); E; f := P!Reverse([1093,0,-6558,-17488,44813]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:06:57 on modular [Seed = 3621331045] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1194649*x over Rational Field 1093*x^4 - 6558*x^2 - 17488*x + 44813 2 [ [ 363, 677, 240, 98 ], [ 677, -363, -98, 240 ] ] Scheme over Rational Field defined by 2*r1^2 + 8*r1*r2 + 2*r1*r3 + 12*r1*r4 - 2*r2^2 - 12*r2*r3 + 2*r2*r4 - 3*r3^2 + 2*r3*r4 + 3*r4^2, 10*r1^2 + 8*r1*r2 - 14*r1*r4 - 10*r2^2 + 14*r2*r3 - 7*r3^2 - 6*r3*r4 + 7*r4^2 (12493251233560917444763441/6396350846877039790681 : 4115201667608471287859832462212724410/511562164051420879260293302467421 : 1) 56.56757198997087243697 Total time: 3.180 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:18:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1194649,0]); E; f := P!Reverse([1093,0,-6558,-17488,44813]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:18:55 on modular [Seed = 4143451658] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1194649*x over Rational Field 1093*x^4 - 6558*x^2 - 17488*x + 44813 2 Elliptic Curve defined by y^2 = x^3 - 13141139*x + 18280518998 over Rational Field function(p) ... end function [ [ 363, 677, 240, 98 ], [ 677, -363, -98, 240 ] ] Scheme over Rational Field defined by 2*r1^2 + 8*r1*r2 + 2*r1*r3 + 12*r1*r4 - 2*r2^2 - 12*r2*r3 + 2*r2*r4 - 3*r3^2 + 2*r3*r4 + 3*r4^2, 10*r1^2 + 8*r1*r2 - 14*r1*r4 - 10*r2^2 + 14*r2*r3 - 7*r3^2 - 6*r3*r4 + 7*r4^2 (12493251233560917444763441/6396350846877039790681 : 4115201667608471287859832462212724410/511562164051420879260293302467421 : 1) 56.56757198997087243697 Total time: 3.160 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:31:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-86136961,0]); E; f := P!Reverse([9220,-1256,-29325,6021,17714]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:31:05 on modular [Seed = 2459725640] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 86136961*x over Rational Field 9220*x^4 - 1256*x^3 - 29325*x^2 + 6021*x + 17714 4 Point [ 1, 651, 203, 333 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 792, 614, 649 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 947506571*x + 11192119890574 over Rational Field function(p) ... end function [ [ 54718, 9697, 9656, 47325 ] ] Scheme over Rational Field defined by 6*r1*r2 + 4*r1*r3 + 6*r1*r4 + 2*r2^2 - 10*r2*r3 + 10*r2*r4 + 4*r3^2 + 4*r3*r4 - 12*r4^2, r1^2 + 2*r1*r2 + 12*r1*r4 + 14*r2^2 + 60*r2*r3 + 8*r2*r4 - 17*r3^2 - 28*r3*r4 - 14*r4^2 (464916295297535948456575213384430976907266/20760717328910931771338833728916958\ 881 : -103798259228391787147444846238077318247412914488117919745309928/94593987\ 473435887557725725537489331963816188715535004529 : 1) 86.42078597927957162028 Total time: 8.220 seconds, Total memory usage: 13.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:42:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12909649,0]); E; f := P!Reverse([793,-1200,55242,268288,294113]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 01:42:09 on modular [Seed = 2879739353] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 12909649*x over Rational Field 793*x^4 - 1200*x^3 + 55242*x^2 + 268288*x + 294113 Errors: /bin/sh: line 1: 744 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:43:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12909649,0]); E; f := P!Reverse([8388,14504,-30000,-31804,45029]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:43:02 on modular [Seed = 2946584970] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 12909649*x over Rational Field 8388*x^4 + 14504*x^3 - 30000*x^2 - 31804*x + 45029 4 Point [ 1, 101, 768, 195 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 648, 357, 813 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 961, 4, 442 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 142006139*x + 649381163998 over Rational Field function(p) ... end function [] Scheme over Rational Field defined by 36*r1^2 + 972*r1*r2 + 18*r1*r3 + 466*r1*r4 - 62*r2^2 - 2730*r2*r3 - 932*r2*r4 - 270*r3^2 - 1040*r3*r4 + 418*r4^2, 513*r1^2 + 1292*r1*r2 - 2940*r1*r3 - 1638*r1*r4 + 3156*r2^2 - 2720*r2*r3 + 232*r2*r4 + 4111*r3^2 + 3628*r3*r4 - 1059*r4^2 >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: Sch[FldRat] Total time: 12.820 seconds, Total memory usage: 13.21MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:43:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12909649,0]); E; f := P!Reverse([8388,14504,-30000,-31804,45029]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:43:46 on modular [Seed = 3015527778] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 12909649*x over Rational Field 8388*x^4 + 14504*x^3 - 30000*x^2 - 31804*x + 45029 4 Elliptic Curve defined by y^2 = x^3 - 142006139*x + 649381163998 over Rational Field function(p) ... end function [ [ 2109, 91, 1020, -617 ] ] Scheme over Rational Field defined by r1^2 + 2*r1*r2 + 8*r1*r3 + 6*r1*r4 + 5*r2^2 - 2*r2*r3 - 6*r3^2 + 4*r3*r4 - 14*r4^2, 2*r1^2 - 20*r1*r2 - 14*r1*r3 + 18*r1*r4 - 16*r2^2 - 10*r2*r3 + 2*r2*r4 + 34*r3^2 - 36*r3*r4 - 22*r4^2 (1104533762113852915474155368471643361/265298938227535665511809167207569 : -1559971862838569967784182011829716732072382086943980262/4321189058839152146944\ 653582387198970216320258503 : 1) 74.57368860628511697541 Total time: 12.730 seconds, Total memory usage: 13.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:56:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-90878089,0]); E; f := P!Reverse([3385,2404,47328,622856,1236724]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); AssociatedEC(f); pts; X,m := Scheme(F); X; m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 01:55:49 on modular [Seed = 1229441646] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 90878089*x over Rational Field 3385*x^4 + 2404*x^3 + 47328*x^2 + 622856*x + 1236724 Errors: /bin/sh: line 1: 779 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 01:58:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-20079361,0]); E; f := P!Reverse([4481,0,-26886,-71696,183721]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 01:58:12 on modular [Seed = 1348391910] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20079361*x over Rational Field 4481*x^4 - 26886*x^2 - 71696*x + 183721 4 [ [ 647, 667, -1084, 1896 ], [ 667, -647, 1896, 1084 ] ] Scheme over Rational Field defined by 5*r1^2 + 8*r1*r2 + 4*r1*r4 - 5*r2^2 + 4*r2*r3 + 9*r3^2 - 8*r3*r4 - 9*r4^2, 7*r1^2 + 48*r1*r2 + 10*r1*r3 + 4*r1*r4 - 7*r2^2 + 4*r2*r3 - 10*r2*r4 - 9*r3^2 + 12*r3*r4 + 9*r4^2 Elliptic Curve defined by y^2 = x^3 - 220872971*x + 1259658632974 over Rational Field function(p) ... end function (3792123088425339496675254690657/467748293701950006348603361 : 435939456737112409968141094970027749204477150/101162212201636578429216892511168\ 35682641 : 1) 69.14270247488934728608 Total time: 3.189 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:06:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-87928129,0]); E; f := P!Reverse([8697,-10232,-89838,14200,363337]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:05:54 on modular [Seed = 1668146915] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 87928129*x over Rational Field 8697*x^4 - 10232*x^3 - 89838*x^2 + 14200*x + 363337 4 Errors: /bin/sh: line 1: 801 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:07:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-87928129,0]); E; f := P!Reverse([8157,8456,-89862,-1768,391341]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:06:45 on modular [Seed = 1734992592] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 87928129*x over Rational Field 8157*x^4 + 8456*x^3 - 89862*x^2 - 1768*x + 391341 Errors: /bin/sh: line 1: 805 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:07:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-87928129,0]); E; f := P!Reverse([182,356,-28179,-38348,946253]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 02:07:38 on modular [Seed = 1801842435] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 87928129*x over Rational Field 182*x^4 + 356*x^3 - 28179*x^2 - 38348*x + 946253 4 Point [ 1, 60, 439, 278 ] was singular mod 1009 and ignored at the #3 lift [ [ 35246, -43163, 6490, -6218 ] ] Scheme over Rational Field defined by 2*r1*r2 + 4*r1*r3 + 2*r1*r4 + 2*r2*r3 + 10*r2*r4 + 2*r3^2 - 6*r3*r4 + 3*r4^2, 4*r1^2 - 4*r1*r2 - 18*r1*r3 - 72*r1*r4 - 16*r2^2 - 10*r2*r3 + 12*r2*r4 + 24*r3^2 - 58*r3*r4 - 59*r4^2 Elliptic Curve defined by y^2 = x^3 - 967209419*x + 11543028918862 over Rational Field function(p) ... end function (174709728899281887734310230864935711047296382594/92647059278743824632475168414\ 41913505738969 : -2778817899455917816071047217050704070805713029663567855017663\ 330170036/28199892861079355579311364920252567327554396781057022348355488797 : 1) 98.95549085537733446926 Total time: 8.060 seconds, Total memory usage: 15.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:20:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-89151364,0]); E; f := P!Reverse([1900,2712,-26934,-21296,89618]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 02:20:10 on modular [Seed = 118066783] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 89151364*x over Rational Field 1900*x^4 + 2712*x^3 - 26934*x^2 - 21296*x + 89618 4 Point [ 1, 579, 671, 937 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 683, 946, 966 ] was singular mod 1009 and ignored at the #3 lift [ [ 16608, 2101, -2455, 12717 ] ] Scheme over Rational Field defined by r1^2 + 4*r1*r2 + 2*r1*r4 - 4*r2^2 - 10*r2*r3 + 6*r3^2 - 2*r3*r4 - 6*r4^2, 9*r1^2 - 8*r1*r2 + 24*r1*r3 + 22*r1*r4 + 4*r2^2 + 26*r2*r3 - 22*r2*r4 - 26*r3^2 - 26*r3*r4 - 36*r4^2 Elliptic Curve defined by y^2 = x^3 - 980665004*x + 11784740504432 over Rational Field function(p) ... end function (3083400032219274655565695394372849041/142317592664591845261526841174724 : 1428429439776046803810634832246047487687032932345082535/16978052939113373649975\ 91644926199654016880034632 : 1) 75.117418401880584610808 Total time: 10.439 seconds, Total memory usage: 11.94MB '62.2.79' ************** MAGMA ***************** Host 62.2.79.21 (62.2.79.21) Time: Tue Sep 21 02:24:33 2004 Input: 111112111112111112111112111112111113 / 7 Output: Magma V2.11-6 Tue Sep 21 2004 02:24:33 on modular [Seed = 303864433] ------------------------------------- 15873158730301587444444587301730159 Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:26:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1, 0, 1, -13729605380, 619204181234842]); E; f := P!Reverse([1155354261148416,679447196288,-459316592,0,14]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:26:10 on modular [Seed = 437555930] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 - 13729605380*x + 619204181234842 over Rational Field 1155354261148416*x^4 + 679447196288*x^3 - 459316592*x^2 + 14 1 Point [ 1, 777, 9348, 2364 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 4596, 8699, 8644 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 856 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:28:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1, 0, 1, -13729605380, 619204181234842]); E; f := P!Reverse([1155354261148416,679447196288,-459316592,0,14]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:28:33 on modular [Seed = 504403277] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 - 13729605380*x + 619204181234842 over Rational Field 1155354261148416*x^4 + 679447196288*x^3 - 459316592*x^2 + 14 1 Errors: /bin/sh: line 1: 860 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:33:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-2797457224628171888320,41434984034248969847835907992832]); E; f := P!Reverse([31,0,354865035938,0,22442884545360804031]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:33:26 on modular [Seed = 623619921] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 2797457224628171888320*x + 41434984034248969847835907992832 over Rational Field 31*x^4 + 354865035938*x^2 + 22442884545360804031 Errors: /bin/sh: line 1: 871 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:37:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-2797457224628171888320,41434984034248969847835907992832]); E; f := P!Reverse([-31,0,128281283906,0,-86706625018142569375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:37:30 on modular [Seed = 757309509] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 2797457224628171888320*x + 41434984034248969847835907992832 over Rational Field -31*x^4 + 128281283906*x^2 - 86706625018142569375 8 Point [ 1, 3901, 29789, 97008 ] was singular mod 100003 and ignored at the #1 lift Errors: /bin/sh: line 1: 879 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:39:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([-31,0,128281283906,0,-86706625018142569375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:38:53 on modular [Seed = 993375748] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field -31*x^4 + 128281283906*x^2 - 86706625018142569375 8 Point [ 1, 3901, 29789, 97008 ] was singular mod 100003 and ignored at the #1 lift Errors: /bin/sh: line 1: 889 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:39:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([-1881980649,3355444026,47587281419,45143152780,-54654792100]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:39:26 on modular [Seed = 1060221667] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field -1881980649*x^4 + 3355444026*x^3 + 47587281419*x^2 + 45143152780*x - 54654792100 Errors: /bin/sh: line 1: 893 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:40:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([31,62,32070321023,32070320992,5419164071651490832]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:40:11 on modular [Seed = 3285012042] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field 31*x^4 + 62*x^3 + 32070321023*x^2 + 32070320992*x + 5419164071651490832 8 Errors: /bin/sh: line 1: 897 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:41:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([2962028449,-5489026228,107910669368,-197375874824,1134257725156]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:40:53 on modular [Seed = 3351857776] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field 2962028449*x^4 - 5489026228*x^3 + 107910669368*x^2 - 197375874824*x + 1134257725156 Errors: /bin/sh: line 1: 901 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:41:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([-227695,0,128281283906,0,-11804850240727375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:41:26 on modular [Seed = 3468706458] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field -227695*x^4 + 128281283906*x^2 - 11804850240727375 8 Errors: /bin/sh: line 1: 908 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:42:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([-6273253089,6835831362,29581838507,-13671662724,-25093012356]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:42:07 on modular [Seed = 3521076652] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field -6273253089*x^4 + 6835831362*x^3 + 29581838507*x^2 - 13671662724*x - 25093012356 Errors: /bin/sh: line 1: 915 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:43:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([227695,455390,32070662519,32070434824,737811157639936]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:42:40 on modular [Seed = 3587922423] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field 227695*x^4 + 455390*x^3 + 32070662519*x^2 + 32070434824*x + 737811157639936 Errors: /bin/sh: line 1: 919 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:43:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-182788794244,0,-5099736335381814297600,0]); E; f := P!Reverse([173736649,-268874544,124116920546,-383114961840,16123527628825]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:43:20 on modular [Seed = 3654767891] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 182788794244*x^2 - 5099736335381814297600*x over Rational Field 173736649*x^4 - 268874544*x^3 + 124116920546*x^2 - 383114961840*x + 16123527628825 Errors: /bin/sh: line 1: 923 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:45:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([23,0,224741094914,0,519535132904052734375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:44:48 on modular [Seed = 3790564675] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 23*x^4 + 224741094914*x^2 + 519535132904052734375 Errors: /bin/sh: line 1: 931 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:45:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([-23,0,224741094914,0,-519535132904052734375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:45:19 on modular [Seed = 3857410392] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field -23*x^4 + 224741094914*x^2 - 519535132904052734375 Errors: /bin/sh: line 1: 935 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:46:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([1154,0,-449482189828,0,2349503913319501824]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 02:45:51 on modular [Seed = 3924256436] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 1154*x^4 - 449482189828*x^2 + 2349503913319501824 FourDescent( f: 1154*x^4 - 449482189828*x^2 + 2349503913319501824 ) Minimise( F: [ [894427314314045676083756344157798673842756337098647602659... ) MinimiseFDAtPrime( fd_in: [ [249307363221858595083957493413382261558150641260171807899..., prime: 577 ) MinimiseFDOnceAtPrime( fd_in: [ [483683963422406890721862522749025488369951841921058894738..., prime: 577 ) BoxMinimiseK1( fd_in: [ [483683963422406890721862522749025488369951841921058894738..., prime: 577 ) Extend3ToUnimodular( cc: [ ( 1 29 0 220), ( 0 1 0 412), ( 0 1 0 279) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,100000); ^ User error: Identifier 'F' has not been declared or assigned >> pts; ^ User error: Identifier 'pts' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned >> X; ^ User error: Identifier 'X' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.449 seconds, Total memory usage: 15.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:49:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([6719013049,6546509920,-911029068478,4654759798880,-6250750633271]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:48:46 on modular [Seed = 4043210620] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 6719013049*x^4 + 6546509920*x^3 - 911029068478*x^2 + 4654759798880*x - 6250750633271 Errors: /bin/sh: line 1: 946 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:49:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([-3707977031,-6234701952,387263549378,-143398144896,-1961519849399]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:49:29 on modular [Seed = 4126898766] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field -3707977031*x^4 - 6234701952*x^3 + 387263549378*x^2 - 143398144896*x - 1961519849399 Errors: /bin/sh: line 1: 951 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:50:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([3841494831,-3490747694,91683402539,-115091480500,161830562500]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:50:08 on modular [Seed = 4193744795] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 3841494831*x^4 - 3490747694*x^3 + 91683402539*x^2 - 115091480500*x + 161830562500 Errors: /bin/sh: line 1: 955 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:51:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([44754796,-16997116,19297047419,-381991492330,26640976821775]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:50:48 on modular [Seed = 2156793482] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 44754796*x^4 - 16997116*x^3 + 19297047419*x^2 - 381991492330*x + 26640976821775 Errors: /bin/sh: line 1: 962 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:51:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([-176997025,304866430,67686479711,162409955616,-3618632630016]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:51:21 on modular [Seed = 2223639215] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field -176997025*x^4 + 304866430*x^3 + 67686479711*x^2 + 162409955616*x - 3618632630016 Errors: /bin/sh: line 1: 966 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:52:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([191805121,80068608,216589109762,-46199586816,63857487129409]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:52:01 on modular [Seed = 2290484827] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 191805121*x^4 + 80068608*x^3 + 216589109762*x^2 - 46199586816*x + 63857487129409 Errors: /bin/sh: line 1: 970 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:53:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([-8236775,2211840,224756992514,29353328640,-1450656208642775]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:52:40 on modular [Seed = 2357330550] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field -8236775*x^4 + 2211840*x^3 + 224756992514*x^2 + 29353328640*x - 1450656208642775 Errors: /bin/sh: line 1: 974 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:53:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); E; f := P!Reverse([8351975,-15598030,53906888411,-57568531956,91949381987004]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:53:13 on modular [Seed = 2526550029] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field 8351975*x^4 - 15598030*x^3 + 53906888411*x^2 - 57568531956*x + 91949381987004 Errors: /bin/sh: line 1: 980 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:55:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([-46,0,141996678977,0,-49300601327405203456]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:55:25 on modular [Seed = 2677083776] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field -46*x^4 + 141996678977*x^2 - 49300601327405203456 Errors: /bin/sh: line 1: 989 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:56:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([-24943339711,36961554126,124482871721,-71660335800,-79964470000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:56:10 on modular [Seed = 2746036843] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field -24943339711*x^4 + 36961554126*x^3 + 124482871721*x^2 - 71660335800*x - 79964470000 Errors: /bin/sh: line 1: 993 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:57:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([46,0,141996678977,0,49300601327405203456]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:56:55 on modular [Seed = 2862889823] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field 46*x^4 + 141996678977*x^2 + 49300601327405203456 Errors: /bin/sh: line 1: 1000 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:57:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([30697793296,44034923192,148574801321,40775072050,83309730625]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:57:26 on modular [Seed = 2929737530] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field 30697793296*x^4 + 44034923192*x^3 + 148574801321*x^2 + 40775072050*x + 83309730625 Errors: /bin/sh: line 1: 1004 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:58:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([-1186,0,141996678977,0,-1912164975599190016]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:58:03 on modular [Seed = 2998674187] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field -1186*x^4 + 141996678977*x^2 - 1912164975599190016 Errors: /bin/sh: line 1: 1008 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:58:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([1186,0,141996678977,0,1912164975599190016]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:58:31 on modular [Seed = 3065521891] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field 1186*x^4 + 141996678977*x^2 + 1912164975599190016 Errors: /bin/sh: line 1: 1012 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:59:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([1128268361,-2230276326,-216047822767,538611539568,-214445926336]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:59:01 on modular [Seed = 3149212620] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field 1128268361*x^4 - 2230276326*x^3 - 216047822767*x^2 + 538611539568*x - 214445926336 Errors: /bin/sh: line 1: 1017 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 02:59:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-143733606079,0,-8905879752250573440000,0]); E; f := P!Reverse([32027447104,41651774448,96713645393,82342066794,125706083161]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 02:59:38 on modular [Seed = 1162597722] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 143733606079*x^2 - 8905879752250573440000*x over Rational Field 32027447104*x^4 + 41651774448*x^3 + 96713645393*x^2 + 82342066794*x + 125706083161 Errors: /bin/sh: line 1: 1024 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:02:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([-35,0,694431269681,0,-3116712510011660000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:01:54 on modular [Seed = 1095750118] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field -35*x^4 + 694431269681*x^2 - 3116712510011660000000 Errors: /bin/sh: line 1: 1028 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:02:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([35,0,694431269681,0,3116712510011660000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:02:30 on modular [Seed = 1312873741] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 35*x^4 + 694431269681*x^2 + 3116712510011660000000 Errors: /bin/sh: line 1: 1035 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:03:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([-34078626,57293976,805462547381,17627959823550,-2801154735041625]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:03:02 on modular [Seed = 1246026025] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field -34078626*x^4 + 57293976*x^3 + 805462547381*x^2 + 17627959823550*x - 2801154735041625 Errors: /bin/sh: line 1: 1039 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:04:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([68045167801,-118095562078,770977642241,-636409249280,1741880782600]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:03:46 on modular [Seed = 1448658241] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 68045167801*x^4 - 118095562078*x^3 + 770977642241*x^2 - 636409249280*x + 1741880782600 Errors: /bin/sh: line 1: 1043 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:04:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([-4105,0,694431269681,0,-26573675481220000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:04:18 on modular [Seed = 1565773418] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field -4105*x^4 + 694431269681*x^2 - 26573675481220000000 Errors: /bin/sh: line 1: 1048 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:05:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([4105,0,694431269681,0,26573675481220000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:04:46 on modular [Seed = 1498925714] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 4105*x^4 + 694431269681*x^2 + 26573675481220000000 Errors: /bin/sh: line 1: 1052 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:05:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([12406234,-16792648,-4187008500307,1269502711400206,-106154568982753469]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:05:18 on modular [Seed = 1701574286] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 12406234*x^4 - 16792648*x^3 - 4187008500307*x^2 + 1269502711400206*x - 106154568982753469 Errors: /bin/sh: line 1: 1056 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:06:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([13938655761,-9242852286,663121253573,-376068336532,8142536011484]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:05:56 on modular [Seed = 1651306995] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 13938655761*x^4 - 9242852286*x^3 + 663121253573*x^2 - 376068336532*x + 8142536011484 Errors: /bin/sh: line 1: 1063 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:06:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([-5747,0,694431269681,0,-18981196772300000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:06:27 on modular [Seed = 1851850200] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field -5747*x^4 + 694431269681*x^2 - 18981196772300000000 Errors: /bin/sh: line 1: 1067 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:07:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([5747,0,694431269681,0,18981196772300000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:06:56 on modular [Seed = 1785002047] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 5747*x^4 + 694431269681*x^2 + 18981196772300000000 Errors: /bin/sh: line 1: 1071 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:07:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([-184041,-227370,1015778068865,673824008626948,-343668591615468718]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:07:34 on modular [Seed = 1987634181] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field -184041*x^4 - 227370*x^3 + 1015778068865*x^2 + 673824008626948*x - 343668591615468718 Errors: /bin/sh: line 1: 1075 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:08:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); E; f := P!Reverse([1070703286,990170228,683948465201,-175943019590,102965492879275]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:08:15 on modular [Seed = 2087906918] ------------------------------------- Elliptic Curve defined by y^2 + x*y + y = x^3 + x^2 - 37317792552409644788370*x - 2768741657274986655818438351454705 over Rational Field 1070703286*x^4 + 990170228*x^3 + 683948465201*x^2 - 175943019590*x + 102965492879275 Errors: /bin/sh: line 1: 1081 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:10:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([-70232382351,105981528468,10965855732728,-6404632755256,-398839791615964]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:09:52 on modular [Seed = 51220870] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field -70232382351*x^4 + 105981528468*x^3 + 10965855732728*x^2 - 6404632755256*x - 398839791615964 Errors: /bin/sh: line 1: 1094 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:10:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([-138021142871,-224213914128,11180513726498,13735078402416,-195731643087239]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:10:30 on modular [Seed = 251764140] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field -138021142871*x^4 - 224213914128*x^3 + 11180513726498*x^2 + 13735078402416*x - 195731643087239 Errors: /bin/sh: line 1: 1098 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:11:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([31471441156,38411764156,2707809849299,1054139726630,56772995556775]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:11:06 on modular [Seed = 184917572] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field 31471441156*x^4 + 38411764156*x^3 + 2707809849299*x^2 + 1054139726630*x + 56772995556775 Errors: /bin/sh: line 1: 1102 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:11:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([617830808975,-1102522104790,3408355865699,-2737953923292,3519109388844]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:11:38 on modular [Seed = 270435711] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field 617830808975*x^4 - 1102522104790*x^3 + 3408355865699*x^2 - 2737953923292*x + 3519109388844 Errors: /bin/sh: line 1: 1109 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:12:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([617830808975,-1102522104790,3408355865699,-2737953923292,3519109388844]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:12:06 on modular [Seed = 470976799] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field 617830808975*x^4 - 1102522104790*x^3 + 3408355865699*x^2 - 2737953923292*x + 3519109388844 Errors: /bin/sh: line 1: 1113 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:12:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([-264980360025,-242525786610,2870835440759,2159645494376,-5924492746864]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:12:38 on modular [Seed = 404131131] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field -264980360025*x^4 - 242525786610*x^3 + 2870835440759*x^2 + 2159645494376*x - 5924492746864 Errors: /bin/sh: line 1: 1117 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:13:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([-47009,94018,2745457789727,-2745457836736,-37428926194450397936]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:13:23 on modular [Seed = 556774647] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field -47009*x^4 + 94018*x^3 + 2745457789727*x^2 - 2745457836736*x - 37428926194450397936 Errors: /bin/sh: line 1: 1124 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:14:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([2658776453281,711985966276,11052106237448,1423971932552,10635105813124]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:14:00 on modular [Seed = 740473297] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field 2658776453281*x^4 + 711985966276*x^3 + 11052106237448*x^2 + 1423971932552*x + 10635105813124 Errors: /bin/sh: line 1: 1129 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:14:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); E; f := P!Reverse([47009,0,10981831440962,0,598862830093037760929]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:14:32 on modular [Seed = 893100200] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 20853211201924*x^2 - 7855839241258755277440000*x over Rational Field 47009*x^4 + 10981831440962*x^2 + 598862830093037760929 Errors: /bin/sh: line 1: 1136 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:16:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-4245695279,0,-553320238017600,0]); E; f := P!Reverse([-15,0,548403121,0,-4591650240000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:16:10 on modular [Seed = 826254670] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 4245695279*x^2 - 553320238017600*x over Rational Field -15*x^4 + 548403121*x^2 - 4591650240000000 Errors: /bin/sh: line 1: 1140 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:17:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-4245695279,0,-553320238017600,0]); E; f := P!Reverse([15,0,548403121,0,4591650240000000]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:16:42 on modular [Seed = 1026795810] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 4245695279*x^2 - 553320238017600*x over Rational Field 15*x^4 + 548403121*x^2 + 4591650240000000 Errors: /bin/sh: line 1: 1144 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:17:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-4245695279,0,-553320238017600,0]); E; f := P!Reverse([-28931,-43100,628733377,13151207100,-2103386551596]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:17:17 on modular [Seed = 3301593340] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 4245695279*x^2 - 553320238017600*x over Rational Field -28931*x^4 - 43100*x^3 + 628733377*x^2 + 13151207100*x - 2103386551596 4 Errors: /bin/sh: line 1: 1153 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:18:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-548094724,0,-1071171346271846400,0]); E; f := P!Reverse([-18335,0,1468938626,0,-6163717745375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,100000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:18:30 on modular [Seed = 3452131662] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 548094724*x^2 - 1071171346271846400*x over Rational Field -18335*x^4 + 1468938626*x^2 - 6163717745375 4 Point [ 1, 4117, 2892, 74510 ] was singular mod 100003 and ignored at the #1 lift Errors: /bin/sh: line 1: 1160 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:19:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-548094724,0,-1071171346271846400,0]); E; f := P!Reverse([-18335,0,1468938626,0,-6163717745375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:18:57 on modular [Seed = 3368442988] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 548094724*x^2 - 1071171346271846400*x over Rational Field -18335*x^4 + 1468938626*x^2 - 6163717745375 4 Errors: /bin/sh: line 1: 1165 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:19:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-548094724,0,-1071171346271846400,0]); E; f := P!Reverse([-5091984,4931208,2531926967,29151691254,94262126679]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:19:25 on modular [Seed = 3571073135] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 548094724*x^2 - 1071171346271846400*x over Rational Field -5091984*x^4 + 4931208*x^3 + 2531926967*x^2 + 29151691254*x + 94262126679 Errors: /bin/sh: line 1: 1169 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:20:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-548094724,0,-1071171346271846400,0]); E; f := P!Reverse([18335,36670,367262159,367243824,385324168896]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:19:59 on modular [Seed = 3504228234] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 548094724*x^2 - 1071171346271846400*x over Rational Field 18335*x^4 + 36670*x^3 + 367262159*x^2 + 367243824*x + 385324168896 Errors: /bin/sh: line 1: 1173 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:20:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-548094724,0,-1071171346271846400,0]); E; f := P!Reverse([7012657,-5662596,1421374184,-3320017608,18419279236]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:20:34 on modular [Seed = 3654766302] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 548094724*x^2 - 1071171346271846400*x over Rational Field 7012657*x^4 - 5662596*x^3 + 1421374184*x^2 - 3320017608*x + 18419279236 Errors: /bin/sh: line 1: 1180 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:21:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([-674,0,19777624897,0,-131652665964232704]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:21:34 on modular [Seed = 3857412830] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field -674*x^4 + 19777624897*x^2 - 131652665964232704 4 Errors: /bin/sh: line 1: 1184 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:22:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([-8929799,-2591330,23523434797,202161250620,-8408528425404]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:22:06 on modular [Seed = 3790566970] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field -8929799*x^4 - 2591330*x^3 + 23523434797*x^2 + 202161250620*x - 8408528425404 Errors: /bin/sh: line 1: 1188 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:23:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([674,0,19777624897,0,131652665964232704]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:22:40 on modular [Seed = 3991108200] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field 674*x^4 + 19777624897*x^2 + 131652665964232704 4 Errors: /bin/sh: line 1: 1192 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:23:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([154609561,224185834,19683163633,8874208848,579148473024]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:23:21 on modular [Seed = 3957685319] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field 154609561*x^4 + 224185834*x^3 + 19683163633*x^2 + 8874208848*x + 579148473024 Errors: /bin/sh: line 1: 1198 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:24:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([674,0,76296827713,0,2158874733027723264]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:24:10 on modular [Seed = 4093470124] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field 674*x^4 + 76296827713*x^2 + 2158874733027723264 Errors: /bin/sh: line 1: 1206 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:25:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); E; f := P!Reverse([393026,0,76296827713,0,3702252700993536]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:24:47 on modular [Seed = 4277168260] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 36741577919*x^2 - 35339220302400000000*x over Rational Field 393026*x^4 + 76296827713*x^2 + 3702252700993536 Errors: /bin/sh: line 1: 1211 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.174 (66.63.132.174) Time: Tue Sep 21 03:26:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,24479776636,0,-163775781014077440000,0]); E; f := P!Reverse([1479,0,32682680386,0,1263759858984375]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 03:26:25 on modular [Seed = 4210322462] ------------------------------------- Elliptic Curve defined by y^2 = x^3 + 24479776636*x^2 - 163775781014077440000*x over Rational Field 1479*x^4 + 32682680386*x^2 + 1263759858984375 Errors: /bin/sh: line 1: 1215 Killed nice -n 19 /usr/local/bin/magma '196.11.' ************** MAGMA ***************** Host 196.11.235.1 (196.11.235.1) Time: Tue Sep 21 04:54:35 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Tue Sep 21 2004 04:54:34 on modular [Seed = 151495687] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '194.95.' ************** MAGMA ***************** Host 194.95.179.177 (194.95.179.177) Time: Tue Sep 21 08:14:40 2004 Input: 2^10; Output: Magma V2.11-6 Tue Sep 21 2004 08:14:40 on modular [Seed = 2626537185] ------------------------------------- 1024 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.225.' ************** MAGMA ***************** Host 24.225.143.141 (24.225.143.141) Time: Tue Sep 21 09:41:23 2004 Input: sqrt(68.0); Output: Magma V2.11-6 Tue Sep 21 2004 09:41:23 on modular [Seed = 1297884033] ------------------------------------- >> sqrt(68.0); ^ User error: Identifier 'sqrt' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '24.225.' ************** MAGMA ***************** Host 24.225.143.141 (24.225.143.141) Time: Tue Sep 21 09:41:37 2004 Input: Sqrt(68.0); Output: Magma V2.11-6 Tue Sep 21 2004 09:41:37 on modular [Seed = 1213802134] ------------------------------------- 8.2462112512353210996428197119481540502758 Total time: 0.180 seconds, Total memory usage: 3.51MB '24.225.' ************** MAGMA ***************** Host 24.225.143.141 (24.225.143.141) Time: Tue Sep 21 09:42:31 2004 Input: 16486*6; Output: Magma V2.11-6 Tue Sep 21 2004 09:42:31 on modular [Seed = 1565275093] ------------------------------------- 98916 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.225.' ************** MAGMA ***************** Host 24.225.143.141 (24.225.143.141) Time: Tue Sep 21 09:43:00 2004 Input: 16486*6-102400; Output: Magma V2.11-6 Tue Sep 21 2004 09:43:00 on modular [Seed = 1380138233] ------------------------------------- -3484 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.225.' ************** MAGMA ***************** Host 24.225.143.141 (24.225.143.141) Time: Tue Sep 21 09:43:14 2004 Input: Sqrt(68.0); Output: Magma V2.11-6 Tue Sep 21 2004 09:43:14 on modular [Seed = 1836843984] ------------------------------------- 8.2462112512353210996428197119481540502758 Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Tue Sep 21 09:59:47 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Tue Sep 21 2004 09:59:47 on modular [Seed = 152599445] ------------------------------------- Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 given by a rule Total time: 0.490 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Tue Sep 21 10:00:24 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Tue Sep 21 2004 10:00:23 on modular [Seed = 68515516] ------------------------------------- Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 given by a rule Total time: 0.490 seconds, Total memory usage: 13.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:35:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([1077,-264,-6398,792,9501]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:34:38 on modular [Seed = 4125425333] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 1077*x^4 - 264*x^3 - 6398*x^2 + 792*x + 9501 Errors: /bin/sh: line 1: 4027 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:36:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6672,0,11128892,0]); E; f := P!Reverse([17,-4,-6342,-5356,676009]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:36:36 on modular [Seed = 2375845447] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6672*x^2 + 11128892*x over Rational Field 17*x^4 - 4*x^3 - 6342*x^2 - 5356*x + 676009 4 Point [ 1, 599, 620, 936 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 647, 797, 780 ] was singular mod 1009 and ignored at the #1 lift [ [ 14, -22, 77, -207 ], [ 22, 14, 207, 77 ] ] Scheme over Rational Field defined by 2*r1*r2 + 2*r1*r3 + 2*r1*r4 + 2*r2*r3 - 2*r2*r4 + 3*r3^2 - 8*r3*r4 - 3*r4^2, 4*r1^2 + 40*r1*r2 - 6*r1*r3 + 6*r1*r4 - 4*r2^2 + 6*r2*r3 + 6*r2*r4 - 4*r3^2 + 8*r3*r4 + 4*r4^2 Elliptic Curve defined by y^2 = x^3 - 3709636*x + 2750064960 over Rational Field function(p) ... end function (117710185225138274114475026/116085551162147592355201 : 220527366186512645777998795746830950440/39551890940284904040403230813172801 : 1) 57.91715885335179336834 Total time: 5.809 seconds, Total memory usage: 5.42MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:39:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([1077,-264,-6398,792,9501]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:39:23 on modular [Seed = 2609549822] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 1077*x^4 - 264*x^3 - 6398*x^2 + 792*x + 9501 Errors: /bin/sh: line 1: 4053 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:40:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([1069,0,-6398,0,9621]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:40:10 on modular [Seed = 2542181763] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 1069*x^4 - 6398*x^2 + 9621 Errors: /bin/sh: line 1: 4057 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:41:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([5,4,-1925,4874,110415]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:40:47 on modular [Seed = 2474809762] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 5*x^4 + 4*x^3 - 1925*x^2 + 4874*x + 110415 4 Point [ 1, 353, 145, 945 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 478, 728, 278 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 531, 281, 278 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 656, 864, 945 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 2*r1^2 + 6*r1*r4 - 3*r2^2 - 4*r2*r3 - 3*r3^2 + 5*r4^2, 3*r1^2 - 4*r1*r4 - 6*r2^2 + 18*r2*r3 - 15*r3^2 + 3*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 3424012*x + 2437504940 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.490 seconds, Total memory usage: 12.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:41:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([5,4,-1925,4874,110415]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:41:20 on modular [Seed = 2948506945] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 5*x^4 + 4*x^3 - 1925*x^2 + 4874*x + 110415 4 [] Scheme over Rational Field defined by 2*r1*r2 + 2*r1*r3 + 4*r1*r4 + 4*r2*r3 - 6*r2*r4 + 3*r3^2 + 6*r3*r4 - 11*r4^2, 2*r1^2 - 6*r1*r3 + 2*r1*r4 - 11*r2^2 + 6*r2*r3 + 6*r2*r4 + 3*r3^2 - 6*r3*r4 + 2*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 3424012*x + 2437504940 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.550 seconds, Total memory usage: 12.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:42:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([5,4,-1925,4874,110415]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:41:54 on modular [Seed = 2881134887] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 5*x^4 + 4*x^3 - 1925*x^2 + 4874*x + 110415 4 Point [ 1, 239, 1007, 966 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 278, 3, 236 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 330, 156, 826 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 679, 853, 826 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 731, 1006, 236 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 770, 2, 966 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by r1^2 + 6*r1*r4 - 2*r2^2 - 6*r2*r3 - 5*r3^2 + 14*r4^2, r1^2 - 20*r1*r4 - r2^2 + 10*r2*r3 + 2*r3^2 + 15*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 3424012*x + 2437504940 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.490 seconds, Total memory usage: 12.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:42:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([3,6,-1595,-1598,213868]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:42:39 on modular [Seed = 2813766918] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 3*x^4 + 6*x^3 - 1595*x^2 - 1598*x + 213868 4 Point [ 1, 768, 646, 432 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 883, 247, 105 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 915, 20, 94 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 2*r1*r2 + r2^2 + 2*r2*r3 + r3^2 - 2*r3*r4 - 2*r4^2, 8*r1^2 + 2*r1*r2 + 22*r1*r3 + 16*r1*r4 + 23*r2^2 - 20*r2*r3 - 24*r2*r4 - 24*r3^2 - 12*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 3424012*x + 2437504940 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.169 seconds, Total memory usage: 18.73MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:43:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-6410,0,10272021,0]); E; f := P!Reverse([3,6,-1595,-1598,213868]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:43:20 on modular [Seed = 2746396405] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6410*x^2 + 10272021*x over Rational Field 3*x^4 + 6*x^3 - 1595*x^2 - 1598*x + 213868 4 Point [ 1, 678, 252, 74 ] was singular mod 1009 and ignored at the #1 lift [ [ 41929, 24772, 33454, 32642 ] ] Scheme over Rational Field defined by 2*r1*r2 + r3^2 - 3*r4^2, 12*r1^2 - 10*r1*r2 + 2*r1*r3 + 24*r1*r4 + 16*r2^2 + 6*r2*r3 - 32*r2*r4 - 24*r3^2 + 4*r3*r4 - 12*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 3424012*x + 2437504940 over Rational Field function(p) ... end function (2522091452183958202641769119486436587097050469185406037/2366142904865156533474\ 727572778287423968857954934724 : 3989121267054070810300715086142123393383964478\ 417137158371149960113177811358135/115096324730196553928988919038574012817493975\ 586616976247781434778216407554632 : 1) 118.44173944480678528634 Total time: 6.940 seconds, Total memory usage: 18.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:46:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8390,0,17598021,0]); E; f := P!Reverse([37,-16,-2099,474,29661]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:45:57 on modular [Seed = 3165499719] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8390*x^2 + 17598021*x over Rational Field 37*x^4 - 16*x^3 - 2099*x^2 + 474*x + 29661 4 Point [ 1, 427, 807, 578 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 778, 498, 535 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 880, 886, 993 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 974, 364, 588 ] was singular mod 1009 and ignored at the #3 lift [ [ 60, 113, 72, 116 ], [ 665, 396, -34, -191 ] ] Scheme over Rational Field defined by 2*r1*r2 + 4*r1*r3 + 2*r1*r4 - 4*r2*r3 + 2*r2*r4 + r3^2 - 2*r3*r4 - 2*r4^2, 2*r1^2 - 22*r1*r3 + 4*r1*r4 + 8*r2^2 + 10*r2*r3 + 18*r2*r4 - 4*r3^2 - 18*r3*r4 - 14*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 5866012*x + 5466456800 over Rational Field function(p) ... end function (2576091969715816833975638843/1825794536354834068948681 : 2046439542735441893843410915178526097260/2467049450202395883663987756820221829 : 1) 59.54231494617367559385 Total time: 8.349 seconds, Total memory usage: 9.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:48:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:48:12 on modular [Seed = 3098129610] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 125, 954, 792 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 696, 507, 337 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 924, 503, 605 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 4*r1*r2 + 2*r1*r3 + 2*r1*r4 + 2*r2*r4 + 4*r3^2 + 40*r3*r4 + 4*r4^2, 2*r1^2 + 4*r1*r2 + 2*r1*r3 + 4*r1*r4 + 6*r2^2 + 6*r2*r3 + 8*r2*r4 - 23*r3^2 + 26*r3*r4 - 36*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.130 seconds, Total memory usage: 5.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:48:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:48:36 on modular [Seed = 3030759598] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 836, 214, 826 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 4*r1^2 + 2*r1*r2 - 4*r2^2 + 8*r2*r3 + 6*r2*r4 - 5*r3^2 + 12*r3*r4 + 5*r4^2, 10*r1^2 + 8*r1*r2 + 8*r1*r3 + 8*r1*r4 - 12*r2^2 + 10*r2*r3 + 6*r2*r4 + 3*r3^2 - 10*r3*r4 - 3*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.330 seconds, Total memory usage: 6.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:49:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:49:12 on modular [Seed = 2963389574] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 621, 922, 13 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 4*r1*r2 + 2*r1*r4 + 2*r2*r3 + 2*r3^2 - 38*r3*r4 + 6*r4^2, 2*r1^2 + 4*r1*r2 + 2*r1*r3 + 2*r1*r4 + 6*r2^2 + 2*r2*r3 + 6*r2*r4 - 17*r3^2 - 30*r3*r4 - 51*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.130 seconds, Total memory usage: 5.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:49:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[4]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:49:45 on modular [Seed = 1380146842] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 210, 999, 822 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 283, 13, 370 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 479, 174, 479 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 655, 74, 376 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 859, 448, 788 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 949, 477, 710 ] was singular mod 1009 and ignored at the #1 lift [] Scheme over Rational Field defined by 3*r1^2 + 2*r1*r2 + 2*r1*r3 + 6*r1*r4 - 4*r2^2 - 10*r2*r3 + 4*r3^2 - 4*r3*r4 - 8*r4^2, 4*r1^2 + 2*r1*r2 + 16*r1*r3 - 2*r1*r4 - 6*r2^2 - 2*r2*r3 - 20*r2*r4 - 8*r3^2 - 4*r3*r4 + 8*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.310 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:50:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[0]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:50:12 on modular [Seed = 1531598782] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 >> F := S[0]; ^ Runtime error in '[]': Sequence element 0 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> pts; ^ User error: Identifier 'pts' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned >> X; ^ User error: Identifier 'X' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.349 seconds, Total memory usage: 5.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:51:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1489,0,-8918,0,13401]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:50:49 on modular [Seed = 1598968791] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1489*x^4 - 8918*x^2 + 13401 Errors: /bin/sh: line 1: 4110 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:52:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([8,6,-2513,3594,142560]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:51:36 on modular [Seed = 1129466906] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 8*x^4 + 6*x^3 - 2513*x^2 + 3594*x + 142560 4 Point [ 1, 261, 614, 879 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 896, 194, 112 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 993, 715, 236 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1*r2 + 2*r1*r4 + r2^2 + 4*r2*r3 + 8*r2*r4 + r3^2 + 4*r3*r4 + 5*r4^2, 3*r1^2 + 8*r1*r2 + 20*r1*r3 - 20*r1*r4 - 4*r2*r3 - 8*r2*r4 - 11*r3^2 - 4*r3*r4 + 8*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.890 seconds, Total memory usage: 5.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:52:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([8,6,-2513,3594,142560]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:52:24 on modular [Seed = 1196836910] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 8*x^4 + 6*x^3 - 2513*x^2 + 3594*x + 142560 4 Point [ 1, 22, 912, 609 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 566, 106, 809 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by r1^2 + 2*r1*r2 + 2*r1*r3 + 2*r1*r4 - r2^2 + 2*r2*r3 + 8*r2*r4 + r3^2 + 4*r3*r4 - 3*r4^2, 2*r1^2 - 6*r1*r2 - 6*r1*r3 - 6*r1*r4 - 6*r2^2 + 20*r2*r3 - 22*r2*r4 - 9*r3^2 + 22*r3*r4 - 8*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.359 seconds, Total memory usage: 5.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:53:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([8,6,-2513,3594,142560]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:52:59 on modular [Seed = 1264206913] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 8*x^4 + 6*x^3 - 2513*x^2 + 3594*x + 142560 4 Point [ 1, 169, 254, 149 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 413, 379, 128 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 596, 630, 128 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 840, 755, 149 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by r1^2 + 4*r1*r4 - 2*r2^2 - 4*r2*r3 - 3*r3^2 + 5*r4^2, 2*r1^2 - 12*r1*r4 - 13*r2^2 + 28*r2*r3 - 9*r3^2 + 3*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.859 seconds, Total memory usage: 5.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:53:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([3,6,-2225,-2228,415153]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:53:39 on modular [Seed = 1902149283] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 3*x^4 + 6*x^3 - 2225*x^2 - 2228*x + 415153 4 Point [ 1, 84, 47, 138 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1*r2 + 2*r1*r3 + 2*r2*r3 + 2*r2*r4 + r3^2 + 2*r4^2, 8*r1^2 - 2*r1*r2 + 24*r1*r3 + 28*r1*r4 + 37*r2^2 + 36*r2*r3 + 4*r2*r4 + 4*r3^2 + 54*r3*r4 - 30*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.119 seconds, Total memory usage: 6.84MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:54:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([3,6,-2225,-2228,415153]); f; S := FourDescent(f); #S; F := S[2]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:54:13 on modular [Seed = 1952807808] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 3*x^4 + 6*x^3 - 2225*x^2 - 2228*x + 415153 4 Point [ 1, 416, 1004, 873 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 966, 414, 9 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by r1^2 - r2^2 + 2*r2*r4 - r3^2 + 2*r3*r4 + r4^2, 4*r1^2 + 28*r1*r2 + 16*r1*r3 + 38*r1*r4 + 5*r2^2 - 54*r2*r3 + 4*r2*r4 - 12*r3^2 - 2*r3*r4 - 16*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.699 seconds, Total memory usage: 6.48MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:54:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([3,6,-2225,-2228,415153]); f; S := FourDescent(f); #S; F := S[3]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:54:40 on modular [Seed = 2070574314] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 3*x^4 + 6*x^3 - 2225*x^2 - 2228*x + 415153 4 Point [ 1, 22, 552, 514 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 193, 514, 310 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 341, 648, 404 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 906, 689, 103 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 2*r1*r3 + r2^2 + 2*r2*r3 + 2*r2*r4 - r3^2 - 2*r3*r4 - 2*r4^2, 3*r1^2 + 20*r1*r2 - 38*r1*r3 + 2*r1*r4 + 30*r2*r3 + 6*r2*r4 + 45*r3^2 + 4*r3*r4 - 24*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.179 seconds, Total memory usage: 6.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:55:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([3,6,-2225,-2228,415153]); f; S := FourDescent(f); #S; F := S[4]; pts := Points(F,1000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:55:10 on modular [Seed = 2137944304] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 3*x^4 + 6*x^3 - 2225*x^2 - 2228*x + 415153 4 Point [ 1, 587, 874, 905 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 835, 315, 872 ] was singular mod 1009 and ignored at the #3 lift [] Scheme over Rational Field defined by 127524266251402169898798081114874*r1^2 + 1739729812615017812610234503083600*r1*r2 + 143337519454071037505405039796514*r1*r3 + 1256185772111043616460924626062218*r1*r4 + 2147664299690755459783489150141562*r2^2 - 4007517730504251118386572994281330*r2*r3 + 9093729930645323006121490472014380*r2*r4 - 2947053844831163859534545473208589*r3^2 + 1728733407876908344464186717271618*r3*r4 + 2990199562705536788501140428037023*r4^2, 56831368651552945671223167327936*r1^2 - 3174095650983147877981643667544604*r1*r\ 2 + 1928490611618238042831592616240590*r1*r3 - 289102171602793352702703894957480*r1*r4 + 15275947585382366276970429579650288*r2^2 - 6654051666882852007289270033178388*r2*r3 - 9385432261406282507500577656518658*r2*r4 + 1895970857118777151321936635277382*r3^2 + 6911282555626593282005015383368794*r3*r4 - 1958051192867999624741465707574709*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.339 seconds, Total memory usage: 6.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:56:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:56:05 on modular [Seed = 1668443431] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 132, 5992, 9275 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 4146 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:56:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-8930,0,19936221,0]); E; f := P!Reverse([1473,312,-8918,-936,13497]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:56:40 on modular [Seed = 1735813390] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 8930*x^2 + 19936221*x over Rational Field 1473*x^4 + 312*x^3 - 8918*x^2 - 936*x + 13497 4 Point [ 1, 338, 2902, 2010 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 767, 947, 4939 ] was singular mod 5003 and ignored at the #1 lift [ [ 78767, -62794, -80021, 5603 ] ] Scheme over Rational Field defined by 4*r1^2 + 2*r1*r2 - 4*r2^2 + 8*r2*r3 + 6*r2*r4 - 5*r3^2 + 12*r3*r4 + 5*r4^2, 10*r1^2 + 8*r1*r2 + 8*r1*r3 + 8*r1*r4 - 12*r2^2 + 10*r2*r3 + 6*r2*r4 + 3*r3^2 - 10*r3*r4 - 3*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 6645412*x + 6591494780 over Rational Field function(p) ... end function (3911877699936918534138571607333065766582875327132501010/2472034840743742338887\ 561746213269332002583868619969 : 7837079943401965332876023994081875309660550317\ 32634205342244219899027916523006160/1229084894129790516579614763601918906513937\ 22803617867808410687953904823537953 : 1) 123.051571513152651959899 Total time: 18.160 seconds, Total memory usage: 5.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:59:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([1657,-496,-9278,1488,12921]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 11:58:53 on modular [Seed = 1803183495] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 1657*x^4 - 496*x^3 - 9278*x^2 + 1488*x + 12921 4 Point [ 1, 1347, 3197, 4229 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 1808, 210, 3411 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2517, 4638, 3514 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4794, 4491, 1494 ] was singular mod 5003 and ignored at the #1 lift [] Scheme over Rational Field defined by r1^2 + 12*r1*r2 + 16*r1*r3 + 6*r1*r4 - 2*r2^2 + 4*r2*r3 + 4*r2*r4 - 3*r3^2 + 15*r4^2, r1^2 + 16*r1*r2 + 24*r1*r3 - 2*r2*r3 + 4*r2*r4 + r3^2 + 8*r3*r4 - 5*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 7192012*x + 7421341100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.440 seconds, Total memory usage: 5.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 11:59:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([1657,-496,-9278,1488,12921]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 11:59:26 on modular [Seed = 1853841633] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 1657*x^4 - 496*x^3 - 9278*x^2 + 1488*x + 12921 4 Point [ 1, 1128, 200, 4239 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 5254, 4044, 64 ] was singular mod 7001 and ignored at the #3 lift Errors: /bin/sh: line 1: 4159 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 12:00:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([1657,-496,-9278,1488,12921]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Tue Sep 21 2004 12:00:01 on modular [Seed = 302187330] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 1657*x^4 - 496*x^3 - 9278*x^2 + 1488*x + 12921 4 [] Scheme over Rational Field defined by r1^2 + 12*r1*r2 + 16*r1*r3 + 6*r1*r4 - 2*r2^2 + 4*r2*r3 + 4*r2*r4 - 3*r3^2 + 15*r4^2, r1^2 + 16*r1*r2 + 24*r1*r3 - 2*r2*r3 + 4*r2*r4 + r3^2 + 8*r3*r4 - 5*r4^2 Elliptic Curve defined by y^2 = x^3 + x^2 - 7192012*x + 7421341100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.620 seconds, Total memory usage: 5.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 12:01:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([1549,0,-9278,0,13941]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 12:00:46 on modular [Seed = 369559401] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 1549*x^4 - 9278*x^2 + 13941 Errors: /bin/sh: line 1: 4167 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 12:01:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([33,28,-2387,-432,40005]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 12:01:31 on modular [Seed = 436931344] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 33*x^4 + 28*x^3 - 2387*x^2 - 432*x + 40005 4 Point [ 1, 191, 5031, 2587 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 4171 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.247 (66.63.133.247) Time: Tue Sep 21 12:02:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); E; f := P!Reverse([3,6,-2315,-2318,449308]); f; S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); pts; X,m := Scheme(F); X; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Tue Sep 21 2004 12:02:27 on modular [Seed = 504303580] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field 3*x^4 + 6*x^3 - 2315*x^2 - 2318*x + 449308 Errors: /bin/sh: line 1: 4175 Killed nice -n 19 /usr/local/bin/magma '204.214' ************** MAGMA ***************** Host 204.214.214.21 (204.214.214.21) Time: Tue Sep 21 18:33:43 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Tue Sep 21 2004 18:33:42 on modular [Seed = 487387144] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '69.199.' ************** MAGMA ***************** Host 69.199.8.11 (69.199.8.11) Time: Tue Sep 21 23:43:32 2004 Input: test Output: Magma V2.11-6 Tue Sep 21 2004 23:43:32 on modular [Seed = 4026423903] ------------------------------------- >> test; ^ User error: Identifier 'test' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.161 (66.63.132.161) Time: Wed Sep 22 00:14:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve( [0,0,0,-58094884,0] ); f := P!Reverse( [-5399,2012,-83910,14484,-366127] ); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:14:33 on modular [Seed = 3148482246] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.509 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.161 (66.63.132.161) Time: Wed Sep 22 00:15:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve( [0,0,0,-58094884,0] ); f := P!Reverse( [-5399,2012,-83910,14484,-366127] ); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:15:03 on modular [Seed = 2695962035] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.390 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.161 (66.63.132.161) Time: Wed Sep 22 00:15:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve( [0,0,0,-58094884,0] ); f := P!Reverse( [-5399,2012,-83910,14484,-366127] ); S := FourDescent(f); F := S[2]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:15:18 on modular [Seed = 2898071982] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,10000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.419 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:26:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:26:15 on modular [Seed = 1481238504] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.390 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:26:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:26:35 on modular [Seed = 1129512175] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.339 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:26:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:26:46 on modular [Seed = 1331622174] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.439 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:27:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[4]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:26:57 on modular [Seed = 1264252173] ------------------------------------- >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.390 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:27:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[0]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:27:23 on modular [Seed = 2003224843] ------------------------------------- >> F := S[0]; ^ Runtime error in '[]': Sequence element 0 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.450 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:28:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); f := P!Reverse([3,6,-2315,-2318,449308]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:28:26 on modular [Seed = 2137964866] ------------------------------------- Point [ 1, 613, 3250, 2963 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5672 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:29:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); f := P!Reverse([3,6,-2315,-2318,449308]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:28:56 on modular [Seed = 2070594980] ------------------------------------- Point [ 1, 3250, 3863, 2963 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5676 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:29:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9290,0,21576021,0]); f := P!Reverse([3,6,-2315,-2318,449308]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:29:29 on modular [Seed = 1719130264] ------------------------------------- Point [ 1, 1325, 2509, 4843 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1885, 4350, 1508 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3318, 2289, 1161 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 9290*x^2 + 21576021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 7192012*x + 7421341100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.300 seconds, Total memory usage: 6.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:03 on modular [Seed = 1651760382] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.820 seconds, Total memory usage: 4.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:10 on modular [Seed = 1853870315] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.850 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:17 on modular [Seed = 1786500324] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.850 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[4]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:25 on modular [Seed = 369600672] ------------------------------------- >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.850 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[5]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:30 on modular [Seed = 521052590] ------------------------------------- >> F := S[5]; ^ Runtime error in '[]': Sequence element 5 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.820 seconds, Total memory usage: 4.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:30:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[6]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:30:46 on modular [Seed = 453682618] ------------------------------------- >> F := S[6]; ^ Runtime error in '[]': Sequence element 6 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.810 seconds, Total memory usage: 4.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:31:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-56025225,0]); f := P!Reverse([499,-499,2994,-15469,30439]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:31:11 on modular [Seed = 118965855] ------------------------------------- Point [ 1, 1406, 5836, 1775 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1614, 4269, 3556 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4373, 3969, 2836 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 56025225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 56025225*x over Rational Field function(p) ... end function (-11609012600895509592667935/100432223800480449340324 : -2561006805546185505324691139828723181975/31828019730819832381028893792814168 : 1) 59.18339334970564635796 Total time: 14.990 seconds, Total memory usage: 19.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:32:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-16819,-4524,-43344,-5976,-31068]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:32:14 on modular [Seed = 51593754] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.960 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:32:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-16819,-4524,-43344,-5976,-31068]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:32:32 on modular [Seed = 253709880] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.960 seconds, Total memory usage: 4.73MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:32:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:32:47 on modular [Seed = 186337843] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.540 seconds, Total memory usage: 4.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:33:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:33:04 on modular [Seed = 925333216] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.520 seconds, Total memory usage: 4.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:33:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:33:12 on modular [Seed = 857961196] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.520 seconds, Total memory usage: 4.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:33:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); F := S[4]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:33:23 on modular [Seed = 1060077307] ------------------------------------- >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.520 seconds, Total memory usage: 5.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:34:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[1]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:34:00 on modular [Seed = 942176727] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.379 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:34:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[2]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:34:13 on modular [Seed = 607413686] ------------------------------------- >> F := S[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.410 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:34:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[3]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:34:44 on modular [Seed = 792686236] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.450 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:34:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[4]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:34:54 on modular [Seed = 725314194] ------------------------------------- >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.339 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:35:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S F := S[4]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:35:08 on modular [Seed = 3620181628] ------------------------------------- >> F := S[4]; ^ User error: bad syntax >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.509 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:35:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[4]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:35:29 on modular [Seed = 3552809877] ------------------------------------- 0 >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.500 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:35:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[0]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:35:43 on modular [Seed = 3754925975] ------------------------------------- 0 >> F := S[0]; ^ Runtime error in '[]': Sequence element 0 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.410 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:36:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:36:41 on modular [Seed = 3637024982] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.330 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:37:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:37:03 on modular [Seed = 3302262012] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.830 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:37:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[-1]; pts := Points(F,60000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:37:45 on modular [Seed = 3453848835] ------------------------------------- 0 >> F := S[-1]; ^ Runtime error in '[]': Sequence element -1 not defined >> pts := Points(F,60000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.840 seconds, Total memory usage: 4.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:38:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-20659,4252,-60336,7384,-49212]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:38:24 on modular [Seed = 4159158112] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.149 seconds, Total memory usage: 5.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:38:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-2623,2924,-61920,25112,-385452]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:38:49 on modular [Seed = 4091786109] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.710 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:39:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-2623,2924,-61920,25112,-385452]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:39:02 on modular [Seed = 4293902158] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.710 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:39:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3583449,0]); f := P!Reverse([-443,408,-20934,8136,-275355]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:39:20 on modular [Seed = 4226530133] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39417939*x + 94968565398 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.300 seconds, Total memory usage: 4.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:39:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3583449,0]); f := P!Reverse([-443,408,-20934,8136,-275355]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:39:32 on modular [Seed = 3858081462] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39417939*x + 94968565398 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.310 seconds, Total memory usage: 5.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:40:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-67732900,0]); f := P!Reverse([-44975,-35200,-105660,-32960,-52028]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:40:11 on modular [Seed = 3975982992] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 67732900*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 745061900*x + 7804184738000 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.839 seconds, Total memory usage: 4.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:41:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-77528025,0]); f := P!Reverse([-341,191,30219,131126,147964]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:40:47 on modular [Seed = 3908611056] ------------------------------------- Point [ 1, 2692, 4565, 1587 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 77528025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 77528025*x over Rational Field function(p) ... end function (744979999633874069046120041252015625/35363631152655502270617252902884 : 584149312809533493409928079762153531298084164420211875/210298065772567573019370\ 015480120495152931069848 : 1) 73.68273299523168873292 Total time: 18.719 seconds, Total memory usage: 34.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:41:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-97555129,0]); f := P!Reverse([-20551,-1036,-112560,8232,-157388]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: Magma V2.11-6 Wed Sep 22 2004 00:41:42 on modular [Seed = 2491733829] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 97555129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1073106419*x + 13489728127862 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Univariate Polynomial Ring in x over Integer Ring Total time: 4.759 seconds, Total memory usage: 4.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:42:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24970009,0]); f := P!Reverse([-14987,9684,-57168,17800,-58012]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:42:29 on modular [Seed = 2424361842] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 24970009*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 274670099*x + 1746851889622 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.970 seconds, Total memory usage: 5.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:43:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76300225,0]); f := P!Reverse([4141,8191,6741,-194,3596]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:43:02 on modular [Seed = 2575948312] ------------------------------------- Errors: /bin/sh: line 1: 5838 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:43:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76300225,0]); f := P!Reverse([4141,8191,6741,-194,3596]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:43:30 on modular [Seed = 2241185312] ------------------------------------- Errors: /bin/sh: line 1: 5842 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:44:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76300225,0]); f := P!Reverse([4141,8191,6741,-194,3596]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:43:59 on modular [Seed = 2173813721] ------------------------------------- Errors: /bin/sh: line 1: 5846 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:44:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76300225,0]); f := P!Reverse([-5241,6988,83856,97832,20964]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:44:27 on modular [Seed = 2359086832] ------------------------------------- Point [ 1, 1149, 3746, 4063 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5070, 1441, 1518 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 76300225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 76300225*x over Rational Field function(p) ... end function (3061748340468507106760769058780180559065168225/3474329555049001284481782352528\ 18628598489 : 22416981413781173391135628611920153313980909528132811139004202670\ 300/204788948518382536097749162792083414019694686646075606137845987 : 1) 103.123485822657158905713 Total time: 15.089 seconds, Total memory usage: 10.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:45:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10387729,0]); f := P!Reverse([97,-92,-39042,389476,-973507]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:45:09 on modular [Seed = 2291714698] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 10387729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 10387729*x over Rational Field function(p) ... end function (2112698274660747501458130868327941858915666239932/1996307426961778102674729388\ 3447133593115209 : -30694087382666220675425453475215050960719968582490407258549\ 21567363852190/8919512813919046278531379347985424411249387043837253453848389842\ 7 : 1) 103.20774650870271216263 Total time: 17.070 seconds, Total memory usage: 8.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:46:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4765489,0]); f := P!Reverse([411,313,426,-1465,2583]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:45:55 on modular [Seed = 2980180837] ------------------------------------- Point [ 1, 1332, 1911, 1690 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1585, 705, 3281 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1984, 5273, 5559 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5862 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:46:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4765489,0]); f := P!Reverse([411,313,426,-1465,2583]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:46:25 on modular [Seed = 3182296907] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 4765489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4765489*x over Rational Field function(p) ... end function (-821625709447072653205715513642079517914106241807/9483527628314863675739441646\ 62413879424026404 : -1722438513733043884625222708951391546909645265937439909288\ 634047224925025/292048426473928566763317930523866488036890460001067678637815235\ 09208 : 1) 103.72295782120042417773 Total time: 20.769 seconds, Total memory usage: 9.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:47:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76247824,0]); f := P!Reverse([411,313,426,-1465,2583]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:47:18 on modular [Seed = 3114924856] ------------------------------------- Point [ 1, 407, 4153, 5553 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4076, 2189, 1194 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 76247824*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4765489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.949 seconds, Total memory usage: 9.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:48:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-76247824,0]); f := P!Reverse([2065,2832,-12390,-2832,2065]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:47:57 on modular [Seed = 2780161807] ------------------------------------- Point [ 1, 1218, 2978, 2542 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1408, 4985, 511 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2340, 4942, 1399 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2435, 948, 3203 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3951, 2608, 666 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5163, 1277, 5153 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 76247824*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4765489*x over Rational Field function(p) ... end function (49014911706918769383383654662714051130453489521/969454546157179194552827005144\ 5064565700625 : 978793172344923559201295858107926834604555004284340339042216641\ 4189556/30184999802194462963708769360584516180173474818105737563436234375 : 1) 103.72295782120043838858 Total time: 17.339 seconds, Total memory usage: 9.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:49:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-69338929,0]); f := P!Reverse([218,-248,-296916,6051736,-34148828]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:48:49 on modular [Seed = 2931747784] ------------------------------------- Point [ 1, 2682, 3911, 3496 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 69338929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 69338929*x over Rational Field function(p) ... end function (19296109512565722172201227390811101784010591926463/167074819299367015428535370\ 2717879038841208881 : -58735825321828709980970405393673214584593111384466436257\ 831570231425853180/682914761247747487942638579260789686182825010273446831066745\ 67848279 : 1) 104.37653522530644067956 Total time: 18.210 seconds, Total memory usage: 14.61MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:49:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-61701025,0]); f := P!Reverse([3191,-2520,1470,-12600,79775]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:49:33 on modular [Seed = 2847534243] ------------------------------------- Point [ 1, 301, 838, 5433 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3534, 683, 4426 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5886 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:50:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-61701025,0]); f := P!Reverse([3191,-2520,1470,-12600,79775]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:50:03 on modular [Seed = 1413747070] ------------------------------------- Point [ 1, 895, 3236, 4703 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1230, 5598, 3712 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2143, 5170, 4718 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2652, 4132, 671 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 61701025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 61701025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.730 seconds, Total memory usage: 6.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:50:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-61701025,0]); f := P!Reverse([1571,-1571,-14139,21994,-6284]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:50:40 on modular [Seed = 1346377126] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 61701025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 61701025*x over Rational Field function(p) ... end function (11680932397278332488319592834100718466902068225/745089780369074174682509259879\ 71807775844 : 12608703704892033197176381518399481578551206670543675324121111437\ 07225/20338218556796220722654265717986920747519299819211504541284328 : 1) 104.48733690626032455384 Total time: 12.390 seconds, Total memory usage: 10.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:51:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41667025,0]); f := P!Reverse([1291,-1291,-11619,18074,-5164]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:51:19 on modular [Seed = 1548491213] ------------------------------------- Point [ 1, 300, 2689, 2897 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4428, 1094, 5585 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4790, 2298, 3249 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5114, 5856, 5728 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5173, 1643, 4627 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5681, 5758, 440 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 41667025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41667025*x over Rational Field function(p) ... end function (10138636200333783225446470131688914521255430625/123689210341183160373960065093\ 1877447525924 : -62918032088575145721262683442879441105245500701149841264298395\ 6403625/1375617605353221701068670637604343041858146284664943752729482968 : 1) 104.60959752722831694882 Total time: 13.980 seconds, Total memory usage: 10.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:52:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-73239364,0]); f := P!Reverse([1945,2334,2334,-4668,7780]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:52:02 on modular [Seed = 1196884707] ------------------------------------- Point [ 1, 520, 1317, 2203 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2174, 4734, 336 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 73239364*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 73239364*x over Rational Field function(p) ... end function (-1359773087029279051915474607515574443583579/439719355136997298248641728904241\ 5816641225 : 438814616299604357391757219790164283697379217669964812200566293465\ 31/9220688987635124699133877129044723847840941679787522676962549125 : 1) 104.84628344930541743451 Total time: 14.720 seconds, Total memory usage: 9.40MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:52:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-55086084,0]); f := P!Reverse([1237,2474,7422,-4948,4948]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:52:36 on modular [Seed = 1129514753] ------------------------------------- Point [ 1, 3323, 4437, 2510 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4186, 1719, 3210 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4923, 1529, 4904 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5795, 3671, 3663 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 55086084*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 55086084*x over Rational Field function(p) ... end function (-7509294851980876251855022894754650893877615683/188654084663370991274467104396\ 1701877136689 : 102409821687059452128421988305752846511816444974827443635806598\ 9212985/2591190359496325016113240873745738463567669517053008699850563113 : 1) 105.36455764503480736493 Total time: 14.339 seconds, Total memory usage: 11.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:53:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-44076321,0]); f := P!Reverse([769,688,-74568,306448,-304748]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:53:12 on modular [Seed = 1297942819] ------------------------------------- Point [ 1, 1285, 3225, 4274 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3230, 4705, 391 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3570, 2557, 577 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4691, 5133, 4243 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 44076321*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 44076321*x over Rational Field function(p) ... end function (57619881008648125486558123499013925216579391168316/836570085625113930068488187\ 4096698781855453169 : -11645634185121541743040291894708635171634283057155846721\ 3083660753860356130/76516218082734343325921622991784321378427252252617936368263\ 5240820553 : 1) 106.113938348674324174680 Total time: 19.449 seconds, Total memory usage: 19.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:54:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-31528225,0]); f := P!Reverse([281,-75,15,-750,28100]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:53:46 on modular [Seed = 1230572869] ------------------------------------- Point [ 1, 376, 5527, 3556 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2237, 3518, 3812 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 31528225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31528225*x over Rational Field function(p) ... end function (-2042374348421878496470549137671993302708775286815/129245967809540978714607744\ 01324669466927864164 : 10367221646391525160575681820734384753301125913708462498\ 1125633116036208425/14693508360497215817598544676307417810971159912636900151189\ 20267885288 : 1) 106.18819119873477063720 Total time: 17.850 seconds, Total memory usage: 6.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:54:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-93373569,0]); f := P!Reverse([-6383,9252,82206,69156,4653]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:54:24 on modular [Seed = 1935882149] ------------------------------------- Point [ 1, 1613, 1892, 2097 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2659, 239, 646 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3104, 4167, 278 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5925 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:55:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-93373569,0]); f := P!Reverse([-6383,9252,82206,69156,4653]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:55:02 on modular [Seed = 2053783178] ------------------------------------- Point [ 1, 2457, 3943, 1250 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4324, 1789, 4996 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5932 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:55:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-93373569,0]); f := P!Reverse([6442,0,0,0,57978]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:55:30 on modular [Seed = 1719018226] ------------------------------------- Point [ 1, 1399, 1650, 5465 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1939, 2916, 2964 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3498, 5193, 3029 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4401, 4457, 5489 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5185, 3240, 2161 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 93373569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 93373569*x over Rational Field function(p) ... end function (-60789526060246980867658270306398623884154273529/65404964924886366110831761493\ 83311766000225 : -4263175117392001045159428806523495713530447818238976599160169\ 883117644/16726923691191016537351281611456597417084683498031008758973284625 : 1) 106.65359746389111705866 Total time: 14.720 seconds, Total memory usage: 5.42MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:56:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17952169,0]); f := P!Reverse([266,152,-5415,37012,181697]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:56:27 on modular [Seed = 1651648207] ------------------------------------- Point [ 1, 3320, 2673, 5090 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5187, 2244, 868 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 17952169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 197473859*x + 1064886760742 over Rational Field function(p) ... end function (35663914397826226187717806/5502634826262181134121 : -97678953631027449726872760408316392158/408184057809329862542839571381419 : 1) 53.35228922191927125595 Total time: 16.519 seconds, Total memory usage: 8.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:58:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1394761,0]); f := P!Reverse([601,-884,240,-48808,120052]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:57:46 on modular [Seed = 1836919409] ------------------------------------- Errors: /bin/sh: line 1: 5947 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:58:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1394761,0]); f := P!Reverse([601,-884,240,-48808,120052]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:58:22 on modular [Seed = 1769549393] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 1394761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15342371*x + 23060978374 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.400 seconds, Total memory usage: 11.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 00:59:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1394761,0]); f := P!Reverse([1181,0,-7086,-18896,48421]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 00:59:06 on modular [Seed = 268457948] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 1394761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15342371*x + 23060978374 over Rational Field function(p) ... end function (16312015259973822084249/90660490361974260025 : -123010707196967569994628098258086318/863231134032587013452533206125 : 1) 53.35619165541726260926 Total time: 13.730 seconds, Total memory usage: 5.23MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:00:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22316176,0]); f := P!Reverse([601,-884,240,-48808,120052]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 00:59:47 on modular [Seed = 487414408] ------------------------------------- Point [ 1, 2133, 393, 1552 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5963 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:00:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22316176,0]); f := P!Reverse([601,-884,240,-48808,120052]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: Magma V2.11-6 Wed Sep 22 2004 01:00:32 on modular [Seed = 420044479] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 22316176*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15342371*x + 23060978374 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Univariate Polynomial Ring in x over Integer Ring Total time: 6.030 seconds, Total memory usage: 10.64MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:02:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22316176,0]); f := P!Reverse([1181,0,-7086,-18896,48421]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:02:20 on modular [Seed = 1066506] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 22316176*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15342371*x + 23060978374 over Rational Field function(p) ... end function (16312015259973822084249/90660490361974260025 : -123010707196967569994628098258086318/863231134032587013452533206125 : 1) 53.35619165541726260926 Total time: 13.730 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:04:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-95238081,0]); f := P!Reverse([3253,0,0,0,117108]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:03:48 on modular [Seed = 186338793] ------------------------------------- Point [ 1, 1542, 2897, 5814 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4596, 3753, 2939 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 95238081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 95238081*x over Rational Field function(p) ... end function (-47437531124406869985349589518632880368734142084/52214953285165438755442234884\ 55667390949001 : -4052824415178575477090926937455702920444619407971317519236147\ 233250210/11931425687983376935181752529887053909153837378891567266686798501 : 1) 106.77625767525130129342 Total time: 14.919 seconds, Total memory usage: 5.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:05:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35034561,0]); f := P!Reverse([949,-1876,-36930,87212,-15191]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:04:47 on modular [Seed = 874803853] ------------------------------------- Point [ 1, 1515, 1133, 1555 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4124, 1854, 4155 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5746, 2319, 5932 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 35034561*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 35034561*x over Rational Field function(p) ... end function (195118046945330454617916851300605184003961121525404/14127423099161175658565385\ 8998201433408992009 : -27254748073994642986351323971389836751562786227849236146\ 35173965064150255690/1679169077362652984614660160538256693698089691231786582697\ 647629723 : 1) 107.113721659727247015325 Total time: 18.190 seconds, Total memory usage: 12.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:05:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7778521,0]); f := P!Reverse([9389,6268,-26928,-3816,29380]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:05:31 on modular [Seed = 807434621] ------------------------------------- FourDescent( f: 9389*x^4 + 6268*x^3 - 26928*x^2 - 3816*x + 29380 ) ReduceFD( fd: [ [693016023334810443128724799342523482875231786962021161735... ) StollReduce( desc: [ [413476690479666267686073129351217573509945905421213001311... ) Covariant( mat1: [41347669047966626768607312935121757350994590542121300131199..., mat2: [14361203822380342073660727189559298215439958363371872918760... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 7778521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 85563731*x + 303720130966 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.059 seconds, Total memory usage: 8.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:06:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7778521,0]); f := P!Reverse([2789,0,-16734,-44624,114349]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:06:45 on modular [Seed = 992702984] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 7778521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 85563731*x + 303720130966 over Rational Field function(p) ... end function (234423145240075332774153/82472219166925879201 : -216391466098977217970018586434733310/748964996583593424154320222449 : 1) 53.78277768155246718606 Total time: 14.189 seconds, Total memory usage: 5.21MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:07:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-46335249,0]); f := P!Reverse([2269,0,0,0,81684]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:07:27 on modular [Seed = 657944318] ------------------------------------- Point [ 1, 1149, 4693, 1049 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2052, 2943, 4078 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3709, 324, 868 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 46335249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 46335249*x over Rational Field function(p) ... end function (-195930641177096348284824103815084585155445356100/3071491588835255207243733537\ 1392657415071049 : 322980163657688538450715444267384195701880190246379940957717\ 41918844830/170225255825655427809799120391164312963518081514445185468435777093 : 1) 108.18970696317234114758 Total time: 15.089 seconds, Total memory usage: 11.72MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:08:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15484225,0]); f := P!Reverse([239,-19,1044,-6649,15949]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:08:07 on modular [Seed = 556886208] ------------------------------------- Point [ 1, 5502, 3079, 2219 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 15484225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15484225*x over Rational Field function(p) ... end function (-298908799812549263923457225102755895859753754101335/8472978302362676407443043\ 6365725783782229611204 : 255367577699024888900599455812510808008635361578139224\ 9044942737634357047475/24663467856249877121460122423080610798968917470726733588\ 422763200103608 : 1) 108.37369272661091201825 Total time: 18.600 seconds, Total memory usage: 19.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:09:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-71588521,0]); f := P!Reverse([34021,46812,-64752,-44584,66980]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:08:54 on modular [Seed = 758998173] ------------------------------------- Errors: /bin/sh: line 1: 6011 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:09:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-71588521,0]); f := P!Reverse([8461,0,-50766,-135376,346901]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:09:31 on modular [Seed = 3603340939] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 71588521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 787473731*x + 8479946666534 over Rational Field function(p) ... end function (-260063272460385307414871/20376466597142380729 : 373074165663247632487031304531721634/91979980963334022759283590317 : 1) 54.22061292661217635213 Total time: 14.230 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:10:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-55219761,0]); f := P!Reverse([-23,12,4846302,1209603852,84929155029]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: Magma V2.11-6 Wed Sep 22 2004 01:10:07 on modular [Seed = 3519125928] ------------------------------------- FourDescent( f: -23*x^4 + 12*x^3 + 4846302*x^2 + 1209603852*x + 84929155029 ) ReduceFD( fd: [ [600837186555074661657633801503399395948956 12699969231932... ) StollReduce( desc: [ [ 2 -4 1 1] [ -4 6 1 2] [ 1 1 -12 -3] [ 1... ) Covariant( mat1: [ 2 -4 1 1] [ -4 6 1 2] [ 1 1 -12 -3] [ 1 ..., mat2: [ 2 22 -1 -2] [22 6 -3 -3] [-1 -3 2 -7] [-2 -3 -7 -6] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 350, column 33: >> covmat *:= 1/Sqrt(&+[Norm(c) : c in Eltseq(covmat)]); ^ Runtime error in '/': Division by zero >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Univariate Polynomial Ring in x over Integer Ring Total time: 7.129 seconds, Total memory usage: 6.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:11:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-55219761,0]); f := P!Reverse([-23,12,4846302,1209603852,84929155029]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: Magma V2.11-6 Wed Sep 22 2004 01:11:15 on modular [Seed = 3637022970] ------------------------------------- FourDescent( f: -23*x^4 + 12*x^3 + 4846302*x^2 + 1209603852*x + 84929155029 ) ReduceFD( fd: [ [6080368631816266510398114804 6864339257797127198369858641... ) StollReduce( desc: [ [ 0 1 5 5] [ 1 0 -5 -10] [ 5 -5 8 4] [ 5... ) Covariant( mat1: [ 0 1 5 5] [ 1 0 -5 -10] [ 5 -5 8 4] [ 5 -..., mat2: [ 1 9 -6 5] [ 9 3 -16 1] [ -6 -16 -4 -6] [ 5 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 350, column 33: >> covmat *:= 1/Sqrt(&+[Norm(c) : c in Eltseq(covmat)]); ^ Runtime error in '/': Division by zero >> F := S[3]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Univariate Polynomial Ring in x over Integer Ring Total time: 5.879 seconds, Total memory usage: 6.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:12:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-55219761,0]); f := P!Reverse([4954,0,0,0,44586]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:11:52 on modular [Seed = 3302263818] ------------------------------------- Point [ 1, 23, 2659, 832 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 55219761*x over Rational Field function(p) ... end function (-377511413598186409060934779985810812112976761025/5618922415131948557107513659\ 9665713413643249 : -10961244947607224861420111802187876589139528159549402887216\ 9781827176620/42119145642080431564910898807783229635539854181295419214741562605\ 7 : 1) 108.52557507748049658857 Total time: 14.439 seconds, Total memory usage: 5.42MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:12:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-45981961,0]); f := P!Reverse([1205,-228,147600,305752,157924]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:12:31 on modular [Seed = 3234891817] ------------------------------------- Errors: /bin/sh: line 1: 6038 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:13:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-45981961,0]); f := P!Reverse([6781,0,-40686,-108496,278021]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:13:09 on modular [Seed = 3420160888] ------------------------------------- Point [ 1, 2928, 1972, 5213 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3189, 226, 5150 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3461, 3172, 4867 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 45981961*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 505801571*x + 4365251485574 over Rational Field function(p) ... end function (1523662481444358255416089/123136055016926136025 : 45879263313362167877676587357803438/1366400000775319197909622436125 : 1) 54.38012042449717853287 Total time: 14.339 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:13:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-5368489,0]); f := P!Reverse([1324,-1986,-4965,5296,7613]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:13:40 on modular [Seed = 4159159461] ------------------------------------- Point [ 1, 153, 2097, 3076 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 658, 4364, 2608 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 5368489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 59053379*x + 174143046182 over Rational Field function(p) ... end function (7944662176487953593347146/1903712417279072106001 : -1619046145152801325708229502736620772/83061929233173662801083321659001 : 1) 54.83181099995845642069 Total time: 14.669 seconds, Total memory usage: 16.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:14:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-85895824,0]); f := P!Reverse([1324,-1986,-4965,5296,7613]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:14:13 on modular [Seed = 4091787392] ------------------------------------- Point [ 1, 153, 2097, 3076 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 658, 4364, 2608 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 85895824*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 59053379*x + 174143046182 over Rational Field function(p) ... end function (7944662176487953593347146/1903712417279072106001 : -1619046145152801325708229502736620772/83061929233173662801083321659001 : 1) 54.83181099995845642069 Total time: 14.740 seconds, Total memory usage: 16.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:15:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9579025,0]); f := P!Reverse([1599,1076,4464,-14504,20484]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:14:47 on modular [Seed = 4243372002] ------------------------------------- Errors: /bin/sh: line 1: 6058 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:15:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9579025,0]); f := P!Reverse([619,-619,-5571,8666,-2476]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:15:25 on modular [Seed = 4175999939] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9579025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9579025*x over Rational Field function(p) ... end function (2364715294701925341526800399071567541009945049225/1247289334778893808691067164\ 227725677320164 : -363636703287928968386557336616881674844378418720741675478140\ 5469837221725/1392999027550332573930278121630129358552545472030949680674013288 : 1) 109.77604969751709518277 Total time: 12.279 seconds, Total memory usage: 14.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:16:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7524049,0]); f := P!Reverse([-633,1055,3798,-1055,-633]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:16:01 on modular [Seed = 3824396324] ------------------------------------- Point [ 1, 1401, 4260, 1353 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1401, 1747, 4654 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 7524049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 7524049*x over Rational Field function(p) ... end function (4950982900159905976809722947863771141300842655625/1804784828524539626618210717\ 274077813153069316 : -149859361797510879035780387150616715706296011060433963230\ 549909662464675/766722392627138139669738667816657905996073129120960004662732016\ 25864 : 1) 109.90526969421654257530 Total time: 13.199 seconds, Total memory usage: 10.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:17:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-11068929,0]); f := P!Reverse([433,-656,-30792,134032,-130988]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:16:43 on modular [Seed = 4026508290] ------------------------------------- Point [ 1, 4184, 5775, 2586 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4396, 3143, 2537 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 11068929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 11068929*x over Rational Field function(p) ... end function (1850673046387662283186060232052946612032884143798332/6678611134650641973977202\ 5295762624525837675409 : -79039023137433365130978350751621626889201222215805478\ 450780757983734274609410/172595407568661114408206876089484059694060777855259694\ 50762655786815673 : 1) 109.99016948899851797705 Total time: 18.129 seconds, Total memory usage: 14.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:17:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-43864129,0]); f := P!Reverse([2433,-5,981,-3418,4476]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:17:24 on modular [Seed = 3925451355] ------------------------------------- Errors: /bin/sh: line 1: 6079 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:18:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-43864129,0]); f := P!Reverse([6265,8592,-37590,-8592,6265]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:17:59 on modular [Seed = 2508578756] ------------------------------------- FourDescent( f: 6265*x^4 + 8592*x^3 - 37590*x^2 - 8592*x + 6265 ) Minimise( F: [ [8356004979 16714241110140 33015084926899425 5555878838248... ) MinimiseFDAtPrime( fd_in: [ [759788640704681326926787991280 77878415069085926012673253..., prime: 179 ) MinimiseFDOnceAtPrime( fd_in: [ [3050193112007533404493132698816 6734974097150684610363535..., prime: 179 ) BoxMinimiseK1( fd_in: [ [3050193112007533404493132698816 6734974097150684610363535..., prime: 179 ) Extend3ToUnimodular( cc: [ ( 0 1 0 161), ( 1 0 0 99), ( 1 0 0 151) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 4.230 seconds, Total memory usage: 7.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:20:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-43864129,0]); f := P!Reverse([77,20,-132114,2823764,-16427711]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:20:02 on modular [Seed = 2559103564] ------------------------------------- Point [ 1, 1804, 5191, 5688 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field function(p) ... end function (7345695215819022741501804448200688167700171268456412/7321083499804869057864448\ 3252712973743302998169 : -62820467584220372335312005390931421466663991426212097\ 9277328205973806394014950/19809022271215875684023872047605649732225144854884068\ 018386627051306947 : 1) 110.65711168152799359631 Total time: 17.579 seconds, Total memory usage: 9.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:21:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13242321,0]); f := P!Reverse([1213,0,0,0,43668]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:20:46 on modular [Seed = 2224344700] ------------------------------------- Point [ 1, 321, 3013, 3550 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13242321*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13242321*x over Rational Field function(p) ... end function (-1793893405688271364276516555834218314670099215556/752148235473927554940788153\ 938589942457325921 : -276878597408117963260395098125229520865598186534870210224\ 5596273063767410/20627906845736772481419305474935492410498356892283993926437192\ 123281 : 1) 110.67845659671796454404 Total time: 14.140 seconds, Total memory usage: 5.40MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:21:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34281025,0]); f := P!Reverse([1171,-1171,-10539,16394,-4684]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:21:29 on modular [Seed = 2156972559] ------------------------------------- Point [ 1, 4754, 4519, 2291 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4754, 1488, 3716 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 34281025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34281025*x over Rational Field function(p) ... end function (7271173224333835986847717587132006945004616580625/3831848609915275911146806784\ 88909360110884 : -1960679987524231745768635776354659122261798371716801558931672\ 9876857828625/237198814275549164529497284518210233774021571959814771747383848 : 1) 110.89870518535919075020 Total time: 12.660 seconds, Total memory usage: 10.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:22:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88303609,0]); f := P!Reverse([10817,6080,-62502,103632,343657]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:21:54 on modular [Seed = 2342240559] ------------------------------------- Errors: /bin/sh: line 1: 6109 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:22:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88303609,0]); f := P!Reverse([9397,0,-56382,-150352,385277]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:22:29 on modular [Seed = 3081239284] ------------------------------------- Point [ 1, 1120, 4586, 4969 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1895, 4772, 2364 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3045, 5618, 1845 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4849, 1982, 63 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 88303609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 971339699*x + 11617046192822 over Rational Field function(p) ... end function (-35742269032957154728871/107884796281050390625 : 3871871896521712691123090037356952242/1120573554048160630984619140625 : 1) 55.65978220481324711954 Total time: 14.429 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:23:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17098225,0]); f := P!Reverse([209,-195,135,-1950,20900]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:23:02 on modular [Seed = 2980183249] ------------------------------------- Errors: /bin/sh: line 1: 6119 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:23:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:23:30 on modular [Seed = 3182293177] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.830 seconds, Total memory usage: 4.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:23:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:23:47 on modular [Seed = 3114923148] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.540 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:24:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17098225,0]); f := P!Reverse([209,-195,135,-1950,20900]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:24:11 on modular [Seed = 2780162184] ------------------------------------- Errors: /bin/sh: line 1: 6131 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:25:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17098225,0]); f := P!Reverse([-2481,3308,39696,46312,9924]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:24:49 on modular [Seed = 2864375645] ------------------------------------- Point [ 1, 5762, 1953, 3822 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 17098225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17098225*x over Rational Field function(p) ... end function (13237971522142569068784047240379485440556194026025/235303795743093727460721430\ 0940864608149402729 : 326595302117403917194323196256699749349443521357634620869\ 01618270865751900/1141414537034273908481280428125995105714239887949352026716892\ 95300683 : 1) 111.42179516986232101771 Total time: 14.410 seconds, Total memory usage: 18.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:25:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25959025,0]); f := P!Reverse([1019,-1019,-9171,14266,-4076]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:25:24 on modular [Seed = 1497961668] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 25959025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 25959025*x over Rational Field function(p) ... end function (12836004137155692733633917363478621794744379909225/672234548867598321937784675\ 9209160558682244 : -45987862749456380544834100765331861299058972542212642138885\ 228530378652525/174293520954432830818575249924486472892796006808590233453943404\ 72 : 1) 111.46811868393065481086 Total time: 13.949 seconds, Total memory usage: 22.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:26:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41049649,0]); f := P!Reverse([3457,-1356,-42546,44148,-467]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P Output: Magma V2.11-6 Wed Sep 22 2004 01:25:55 on modular [Seed = 1565331687] ------------------------------------- Point [ 1, 1402, 202, 1809 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5258, 1326, 5195 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 41049649*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41049649*x over Rational Field function(p) ... end function (23875754268945413386513567410959921649652498615144988/372573277480166138776089\ 6146698585436417672574241 : -75379809878733817280645841892510957432704899561611\ 072387020226717542320588490/719146801779589346102022115160906236779544782422099\ 4603128648651104198961 : 1) 112.18607370252978228108 Univariate Polynomial Ring in x over Integer Ring Total time: 17.410 seconds, Total memory usage: 7.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:26:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30261001,0]); f := P!Reverse([4121,4720,-19926,-146496,273121]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:26:36 on modular [Seed = 1363221764] ------------------------------------- Errors: /bin/sh: line 1: 6152 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:27:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30261001,0]); f := P!Reverse([5501,0,-33006,-88016,225541]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:27:10 on modular [Seed = 1430591778] ------------------------------------- Point [ 1, 2324, 2587, 5460 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 30261001*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 332871011*x + 2330520731014 over Rational Field function(p) ... end function (9343161079123357026296169/979258561047071490025 : 4659383790535838518940639345328607678/30644043171430387630534272731125 : 1) 56.38213430865890529730 Total time: 13.929 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:27:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-20620681,0]); f := P!Reverse([-95,-76,212496,4947144,31048052]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:27:42 on modular [Seed = 1247413853] ------------------------------------- Point [ 1, 3754, 2613, 2140 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4033, 3988, 5930 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 20620681*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 226827491*x + 1310939173894 over Rational Field function(p) ... end function (1984990277802640835856544521/153060084791621225672281 : 44427518392082649253292267260447399505362/59881534983262773670566896402454179 : 1) 56.42725344998736147772 Total time: 14.939 seconds, Total memory usage: 7.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:28:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-19114384,0]); f := P!Reverse([1093,0,-6558,-17488,44813]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:28:13 on modular [Seed = 1314783866] ------------------------------------- Point [ 1, 4613, 3614, 3274 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5115, 5001, 3936 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 19114384*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13141139*x + 18280518998 over Rational Field function(p) ... end function (12493251233560917444763441/6396350846877039790681 : -4115201667608471287859832462212724410/511562164051420879260293302467421 : 1) 56.56757198997087243697 Total time: 13.730 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:29:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-96766569,0]); f := P!Reverse([1093,0,-6558,-17488,44813]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:28:49 on modular [Seed = 1112673930] ------------------------------------- Point [ 1, 4613, 3614, 3274 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5115, 5001, 3936 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 96766569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13141139*x + 18280518998 over Rational Field function(p) ... end function (12493251233560917444763441/6396350846877039790681 : -4115201667608471287859832462212724410/511562164051420879260293302467421 : 1) 56.56757198997087243697 Total time: 13.730 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:29:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2184484,0]); f := P!Reverse([2217,-2956,-13302,14780,31777]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:29:27 on modular [Seed = 2053781140] ------------------------------------- Point [ 1, 2461, 2694, 1854 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3123, 4931, 722 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3637, 5786, 736 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2184484*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 24029324*x + 45201342928 over Rational Field function(p) ... end function (27638865237638600831303626/11569272938773110891009 : 47059847325829594264136367133295322488/1244397415383306410636514159915777 : 1) 56.80767169151527440362 Total time: 13.789 seconds, Total memory usage: 11.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:30:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34951744,0]); f := P!Reverse([2217,-2956,-13302,14780,31777]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:30:02 on modular [Seed = 2121151229] ------------------------------------- Point [ 1, 2461, 2694, 1854 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3123, 4931, 722 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3637, 5786, 736 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 34951744*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 24029324*x + 45201342928 over Rational Field function(p) ... end function (27638865237638600831303626/11569272938773110891009 : 47059847325829594264136367133295322488/1244397415383306410636514159915777 : 1) 56.80767169151527440362 Total time: 13.759 seconds, Total memory usage: 11.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:30:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-65529025,0]); f := P!Reverse([1619,-1619,-14571,22666,-6476]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:30:36 on modular [Seed = 1919041239] ------------------------------------- Point [ 1, 198, 5475, 1499 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3014, 1559, 248 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 65529025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 65529025*x over Rational Field function(p) ... end function (266411101290079019555563790481074871345176848603225/92628053213400635061470725\ 6700411030151764644 : 434666722764493354999096743146701371639304603240739766554\ 4860166950617120725/28191215712741299802866964709365690105006822887811890736021\ 053762728 : 1) 114.51241806835466263692 Total time: 13.710 seconds, Total memory usage: 10.11MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:31:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-65626201,0]); f := P!Reverse([8101,0,-48606,-129616,332141]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:31:19 on modular [Seed = 1803232277] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 65626201*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 721888211*x + 7442929960214 over Rational Field function(p) ... end function (-4373320558741126449179351/602486558740473014689 : 51865952943795159725275845299778936386/14788395050440919912695183152113 : 1) 57.44302800108867046446 Total time: 14.009 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:32:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42994249,0]); f := P!Reverse([1577,1328,-17181,-4482,58432]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:31:53 on modular [Seed = 1735862391] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 42994249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 472936739*x + 3946786069702 over Rational Field function(p) ... end function (840522174356793793470600249/85898508140181721071616 : 12737058465568703003238907002316565570285/25175518964325411435013781181169664 : 1) 57.60665417602723437084 Total time: 15.660 seconds, Total memory usage: 20.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:32:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-31775769,0]); f := P!Reverse([-20268,1848,-61920,2316,-53271]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:32:22 on modular [Seed = 453727268] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 31775769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 349533459*x + 2507680137942 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.740 seconds, Total memory usage: 5.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:32:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-31775769,0]); f := P!Reverse([-24175,34408,-81438,52888,-53791]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:32:37 on modular [Seed = 521097267] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 31775769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 349533459*x + 2507680137942 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.490 seconds, Total memory usage: 4.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:33:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-99480676,0]); f := P!Reverse([14961,-19948,-89766,99740,214441]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:32:58 on modular [Seed = 318987456] ------------------------------------- Point [ 1, 790, 1718, 3772 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2693, 5269, 2012 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5802, 1539, 1235 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 99480676*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1094287436*x + 13891083673936 over Rational Field function(p) ... end function (84410057676695873420234410/4869249731262930992521 : -122862450975023191653426245481408133944/339776292695300511175214117657819 : 1) 57.70980883016325435619 Total time: 14.490 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:33:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13942756,0]); f := P!Reverse([5601,-7468,-33606,37340,80281]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:33:34 on modular [Seed = 386357472] ------------------------------------- Point [ 1, 4197, 1413, 679 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13942756*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 153370316*x + 728871512656 over Rational Field function(p) ... end function (65602688812373540717309290/11431335625575110797561 : -237335242183442888503244193860804484936/1222208961749691457055169276856691 : 1) 57.79821793171392840804 Total time: 13.929 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:34:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98208100,0]); f := P!Reverse([395,380,8040,-216480,618025]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:34:05 on modular [Seed = 203178904] ------------------------------------- Point [ 1, 4109, 1190, 2932 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5667, 2625, 1159 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 98208100*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1080289100*x + 13625391794000 over Rational Field function(p) ... end function (14523679969426107968282165104/1432827019194306582757681 : -3306482181678911213071386839317637634965092/1715104726565097608094982498268531\ 671 : 1) 57.91275295069011264104 Total time: 18.239 seconds, Total memory usage: 28.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:34:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10220809,0]); f := P!Reverse([2502,3892,-6255,-6950,7228]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:34:42 on modular [Seed = 51596456] ------------------------------------- Point [ 1, 3850, 4738, 306 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3961, 3640, 5211 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4215, 490, 2505 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 10220809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 112428899*x + 457462969222 over Rational Field function(p) ... end function (788506642332604159278041569/135938749520191850261604 : 1100504385923020130929814237799481408039/50120443571541719639727187449735192 : 1) 58.21063313001514671896 Total time: 13.810 seconds, Total memory usage: 9.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:35:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-61058596,0]); f := P!Reverse([11721,-15628,-70326,78140,168001]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:35:19 on modular [Seed = 118966601] ------------------------------------- Point [ 1, 590, 5605, 2222 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3928, 2769, 2371 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 61058596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 671644556*x + 6679566168016 over Rational Field function(p) ... end function (7739416930653409291837690/4296178950586821244521 : -658922248365632636134529161088824468456/281594095603338645435988014399819 : 1) 58.21314170011669375526 Total time: 14.519 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:36:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-90592324,0]); f := P!Reverse([17,-26,42426,986336,5454152]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:35:46 on modular [Seed = 992703824] ------------------------------------- Point [ 1, 233, 931, 4875 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 288, 1341, 2229 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4173, 16, 747 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 90592324*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 996515564*x + 12071608357648 over Rational Field function(p) ... end function (171228059022770607552029271741/9876405843148827221581225 : 2408129220003314904194294200880892596175211/31038333242112224096438830955964399\ 125 : 1) 58.24265858652640304171 Total time: 20.760 seconds, Total memory usage: 6.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:36:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15665764,0]); f := P!Reverse([5937,-7916,-35622,39580,85097]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:36:27 on modular [Seed = 1060073789] ------------------------------------- Point [ 1, 98, 2247, 3839 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3509, 4132, 4140 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5557, 4504, 4448 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 15665764*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 172323404*x + 868071314768 over Rational Field function(p) ... end function (193252919284925465824578026/27249446706831571390249 : -231836387182950623901026373249399807048/4498176918013684191891824818742443 : 1) 58.42973760870366106701 Total time: 14.060 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:37:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88322404,0]); f := P!Reverse([814,-1184,-22422,-3108,248048]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:36:52 on modular [Seed = 874805785] ------------------------------------- Point [ 1, 177, 3780, 626 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3870, 2097, 5409 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4366, 2340, 575 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 88322404*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 971546444*x + 11620755339088 over Rational Field function(p) ... end function (1138569503031496383660092016/258410632984035738925849 : -357957673953660441925423546394634711969652/13136073501066137513912687055466624\ 3 : 1) 58.43627110833756432839 Total time: 15.089 seconds, Total memory usage: 6.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:37:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-46199209,0]); f := P!Reverse([2913,3884,-93216,-147592,400052]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:37:25 on modular [Seed = 674784996] ------------------------------------- Point [ 1, 2028, 571, 3921 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2953, 5778, 563 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5986, 4670, 650 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 46199209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 508191299*x + 4396224330022 over Rational Field function(p) ... end function (776445436026786457369444321/53709762896116913182041 : 3312160553601468185660051672527662275918/12447434589253672200458310903333411 : 1) 58.72282419915800488752 Total time: 14.439 seconds, Total memory usage: 16.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:38:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-55905529,0]); f := P!Reverse([7477,0,-44862,-119632,306557]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:37:53 on modular [Seed = 742154948] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 55905529*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 614960819*x + 5852078964662 over Rational Field function(p) ... end function (16688548895956756240372441/3645467897810329734529 : 389579360377711302720608835782109248110/220105004543514459817988966116417 : 1) 58.73732349095891436263 Total time: 14.259 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:38:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6061444,0]); f := P!Reverse([13,12,6822,182480,1026008]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:38:24 on modular [Seed = 573729963] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 6061444*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 66675884*x + 208925851792 over Rational Field function(p) ... end function (57472743242691458076482912961/14154372241220431225614400 : 3817053797989256003438170341417670724082209/53251999490929872860556035918609728\ 000 : 1) 58.83669359659547382079 Total time: 16.559 seconds, Total memory usage: 5.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:39:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-96983104,0]); f := P!Reverse([13,12,6822,182480,1026008]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:38:56 on modular [Seed = 641099919] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 96983104*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 66675884*x + 208925851792 over Rational Field function(p) ... end function (57472743242691458076482912961/14154372241220431225614400 : 3817053797989256003438170341417670724082209/53251999490929872860556035918609728\ 000 : 1) 58.83669359659547382079 Total time: 16.600 seconds, Total memory usage: 5.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:39:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-79263409,0]); f := P!Reverse([1393,577,6822,-12401,10157]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:39:27 on modular [Seed = 3721235595] ------------------------------------- Errors: /bin/sh: line 1: 6276 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:40:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-79263409,0]); f := P!Reverse([-6447,-1228,73680,100696,25788]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:40:00 on modular [Seed = 3535963067] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 79263409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 79263409*x over Rational Field function(p) ... end function (51102724579449659170700319827062678793878253334060025/286613935248259850861280\ 917824494423592902985881 : 1153782607714058553798601401955348063790873759570100\ 9459570005320790247495813620/15344260154354108354350760545838104975110517898411\ 0868639827681323612221 : 1) 117.67422041960155354445 Total time: 17.350 seconds, Total memory usage: 15.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:40:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-63984001,0]); f := P!Reverse([-255,-448,126936,1544368,4940244]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:40:41 on modular [Seed = 3603335126] ------------------------------------- FourDescent( f: -255*x^4 - 448*x^3 + 126936*x^2 + 1544368*x + 4940244 ) ReduceFD( fd: [ [7738572330406859313658073 13182073763343474203837816 5018... ) StollReduce( desc: [ [ 0 3 1 0] [ 3 3 1 6] [ 1 1 -5 -1] [ 0 6 -1 -7], ... ) Covariant( mat1: [ 0 3 1 0] [ 3 3 1 6] [ 1 1 -5 -1] [ 0 6 -1 -7], mat2: [ 20 -16 16 3] [-16 -17 4 -3] [ 16 4 -15 -5] [ 3 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 350, column 33: >> covmat *:= 1/Sqrt(&+[Norm(c) : c in Eltseq(covmat)]); ^ Runtime error in '/': Division by zero >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 63984001*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 63984001*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 5.030 seconds, Total memory usage: 15.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:41:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-63984001,0]); f := P!Reverse([842,0,0,0,303962]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:41:26 on modular [Seed = 3403324181] ------------------------------------- Point [ 1, 1289, 2006, 248 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 63984001*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 63984001*x over Rational Field function(p) ... end function (-31719941992926172360762043571265828845496606508754529/51549896110189748877764\ 40236450684252940692624521 : -4692379491527593019687291981249945773748745565219\ 644952813217118675116513319420/117041988468047095584403888606802303268365570995\ 09226472630992751139036069 : 1) 118.14103977765475406158 Total time: 14.890 seconds, Total memory usage: 9.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:42:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-48205249,0]); f := P!Reverse([917,-1441,-18864,57509,-41789]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:42:04 on modular [Seed = 3285422646] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 48205249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 48205249*x over Rational Field function(p) ... end function (104558835299325501589990033922674364411687811900765625/25684448668457434765296\ 39747482038179567446285284 : 33314327238213511653410358793165958214253688843594\ 352655976219169305871422182875/411628438588650373302705123066278378800833198094\ 7745541563358164098220952 : 1) 118.18479136295680120838 Total time: 13.519 seconds, Total memory usage: 7.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:42:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-21279769,0]); f := P!Reverse([2636,-3954,-9885,10544,15157]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:42:38 on modular [Seed = 4192839790] ------------------------------------- Point [ 1, 942, 5292, 5009 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4773, 1233, 2155 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 21279769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 234077459*x + 1374290041558 over Rational Field function(p) ... end function (746647820528877553703863866/89756372201355673749049 : -1405739460028827157884941573829495376288/26890441717247583590732965502989843 : 1) 59.37020066233371551334 Total time: 14.439 seconds, Total memory usage: 20.33MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:43:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22477081,0]); f := P!Reverse([1320,1408,-9867,3619,41646]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:43:16 on modular [Seed = 4277055315] ------------------------------------- Point [ 1, 4392, 3576, 3007 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 22477081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 247247891*x + 1491893774294 over Rational Field function(p) ... end function (49894654284767510936823546974/5778514172753890461174649 : 386243607891556061826661368614542582139286/138907045517867581943814254242078051\ 07 : 1) 59.41186187897886128439 Total time: 17.460 seconds, Total memory usage: 14.95MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:44:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25867396,0]); f := P!Reverse([188,56,-12330,15728,312162]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:43:53 on modular [Seed = 4074939058] ------------------------------------- Point [ 1, 982, 5129, 4827 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 25867396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 284541356*x + 1841862064784 over Rational Field function(p) ... end function (519723800191285111859197250300/58709353763318625227757121 : 58136102215711814691076208328117200221798032/4498429825111247244972739628186948\ 83169 : 1) 59.45569431351420774944 Total time: 16.940 seconds, Total memory usage: 6.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:44:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7557001,0]); f := P!Reverse([2749,0,-16494,-43984,112709]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:44:27 on modular [Seed = 3925457291] ------------------------------------- Point [ 1, 3127, 5539, 3774 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3486, 2093, 3054 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 7557001*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 83127011*x + 290838740486 over Rational Field function(p) ... end function (23934010803177214169603713/23467275257234323496881 : 1636079040360479162141113965800909475190/3594959491628157543060891244063721 : 1) 59.68644344423122305443 Total time: 14.199 seconds, Total memory usage: 5.21MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:45:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4422609,0]); f := P!Reverse([-83,68,119166,2395844,13553713]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:44:55 on modular [Seed = 3992829411] ------------------------------------- Point [ 1, 3118, 2287, 1337 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4024, 1940, 1651 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4929, 4156, 2543 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5751, 668, 5584 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5774, 5173, 1193 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 4422609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4422609*x over Rational Field function(p) ... end function (18091823229125302953979861598362235142746693830531807932/937087700477036981193\ 867967401234426837331998700681 : 7649474568169365817738342390669189442262879330\ 7311977277035708595222733996478705310/28686023940614303520695723718763674800130\ 185173855063175545667939196523473829 : 1) 119.63184174375604129636 Total time: 15.849 seconds, Total memory usage: 18.13MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:45:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-70761744,0]); f := P!Reverse([1402,0,0,0,12618]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:45:35 on modular [Seed = 3790713287] ------------------------------------- Point [ 1, 670, 1877, 2929 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 70761744*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4422609*x over Rational Field function(p) ... end function (-22997329236836082999328327051237431017272160680833489/13609061074511795000709\ 241491034159571229744495025 : 2583459169636267644385363593730361667991226643587\ 262261600069647531422177495884/502044535830672718959716612438269113615435489776\ 51080534832207961496443625 : 1) 119.63184174375604129636 Total time: 14.419 seconds, Total memory usage: 11.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:46:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25633969,0]); f := P!Reverse([5977,3700,864,-392,17084]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:46:17 on modular [Seed = 2575944041] ------------------------------------- Errors: /bin/sh: line 1: 6336 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:47:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25633969,0]); f := P!Reverse([1245,913,-7470,-913,1245]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:46:55 on modular [Seed = 2643315979] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.449 seconds, Total memory usage: 15.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:47:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25633969,0]); f := P!Reverse([61,0,0,0,1680916]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:47:29 on modular [Seed = 2441199929] ------------------------------------- FourDescent( f: 61*x^4 + 1680916 ) Minimise( F: [ [4199 874496 -617686 -2257942525396] [874496 -617686 -2257... ) MinimiseFDAtPrime( fd_in: [ [ -50334604196615 -10567286533036411 -281850906077 ..., prime: 61 ) MinimiseFDOnceAtPrime( fd_in: [ [ -295997315 -75362885174 -1066901 579622] ..., prime: 61 ) BoxMinimiseK1( fd_in: [ [ -295997315 -75362885174 -1066901 579622] ..., prime: 61 ) Extend3ToUnimodular( cc: [ ( 0 1 0 39), ( 1 0 0 45), ( 1 0 0 53) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.850 seconds, Total memory usage: 14.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:48:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-25633969,0]); f := P!Reverse([-22,24,198828,10060392,142340132]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:47:57 on modular [Seed = 2508572353] ------------------------------------- Point [ 1, 312, 3750, 3116 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2528, 381, 1014 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 25633969*x over Rational Field function(p) ... end function (65242291784703778413839091044004227379396655995950530847/713955713384508231262\ 9726742851840358400218950185169 : 438701311372187022716417240340188314976310980\ 044216017083300894934185347519853262060/603263306345357997657501007160596312297\ 586342579372969641557084464785974515303 : 1) 119.85493125330994246269 Total time: 16.890 seconds, Total memory usage: 17.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:48:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-64754209,0]); f := P!Reverse([157,-273,351,-7098,106132]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:48:41 on modular [Seed = 2308561641] ------------------------------------- Point [ 1, 1829, 1431, 2083 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5513, 909, 555 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 64754209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 64754209*x over Rational Field function(p) ... end function (-45285896890233834029102897139985076418791907304737351783/10932453344466370776\ 376623582286938853169306788311364 : -507552500203147318560558781600148341431228\ 158480521305030798798512102115138550794315/114307953355332566489459046388672228\ 0259769570479134949259003472922781729741112 : 1) 120.024030507225035080409 Total time: 17.210 seconds, Total memory usage: 15.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:49:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-45037521,0]); f := P!Reverse([1081,2040,-41616,12240,38916]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:49:23 on modular [Seed = 2173817531] ------------------------------------- Point [ 1, 558, 4518, 4740 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 45037521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 45037521*x over Rational Field function(p) ... end function (83784994599213855113054598997160538770492386205206309596/653325166365304083176\ 6178144821086189336805323590289 : 653528903170305244790907200189871517262592456\ 815477094663096989274192931838797039770/528073144327223097059867803209454276981\ 654988332241454478297161763640780481337 : 1) 120.15965904245948081552 Total time: 18.809 seconds, Total memory usage: 10.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:50:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-50438404,0]); f := P!Reverse([-119,-60,474450,16361340,158001961]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:50:05 on modular [Seed = 2224346960] ------------------------------------- Point [ 1, 136, 3861, 4212 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 515, 3706, 5563 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 50438404*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 50438404*x over Rational Field function(p) ... end function (278897970750770754767907161581546701324181402171348844150/37151547727687446103\ 62939968165099266726531966320289 : -4636772713942924084582278390426850248852245\ 244315734095146086590508383036838514244920/226446371804438031191189134211085829\ 691078693116253853714915834577049227883663 : 1) 120.79754622480609782542 Total time: 16.870 seconds, Total memory usage: 11.46MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:51:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12538681,0]); f := P!Reverse([3541,0,-21246,-56656,145181]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:50:46 on modular [Seed = 3098078039] ------------------------------------- Point [ 1, 565, 557, 4459 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2678, 3072, 3450 ] was singular mod 6007 and ignored at the #2 lift Elliptic Curve defined by y^2 = x^3 - 12538681*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 137925491*x + 621592571894 over Rational Field function(p) ... end function (167215874241103285418890609/47791989267795753942025 : -4455391367022098737841729605309786835398/10447987915269512515071655082865125 : 1) 60.39923730477864438626 Total time: 13.939 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:51:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9132484,0]); f := P!Reverse([3325,-1076,-8052,856,5859]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:51:17 on modular [Seed = 3165450032] ------------------------------------- Errors: /bin/sh: line 1: 6373 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:52:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9132484,0]); f := P!Reverse([563,488,-3690,14432,45720]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:51:53 on modular [Seed = 3047548437] ------------------------------------- Point [ 1, 1875, 1020, 2856 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 9132484*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 100457324*x + 386377133072 over Rational Field function(p) ... end function (-318049169559472523585592601856/38114391747242939901075801 : -188773670589691884361545352646702928338400140/23530626487562088277612070823057\ 6572451 : 1) 60.51254063960513462916 Total time: 16.879 seconds, Total memory usage: 9.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:52:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-53421481,0]); f := P!Reverse([7309,0,-43854,-116944,299669]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:52:31 on modular [Seed = 2847538159] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 53421481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 587636291*x + 5466406464806 over Rational Field function(p) ... end function (-242651279897209014670516991/9685849925434791293761 : -2014265000156469702816697488875477409046/953249538240350905063650486166241 : 1) 60.52741863727969473529 Total time: 14.250 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:53:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([302,-96,-429,37020,88339]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:53:03 on modular [Seed = 2948595145] ------------------------------------- Errors: /bin/sh: line 1: 6390 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:53:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([3154,3432,-7233,-4782,6062]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:53:38 on modular [Seed = 2746479000] ------------------------------------- Point [ 1, 311, 538, 2184 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6394 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:54:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([3154,3432,-7233,-4782,6062]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:54:17 on modular [Seed = 2797007990] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 10029889*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 110328779*x + 444705218482 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.060 seconds, Total memory usage: 12.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:55:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10582009,0]); f := P!Reverse([2813,1632,-16110,-69296,147781]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:54:43 on modular [Seed = 1548488359] ------------------------------------- Errors: /bin/sh: line 1: 6404 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:55:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10582009,0]); f := P!Reverse([3253,0,-19518,-52048,133373]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:55:17 on modular [Seed = 1396900302] ------------------------------------- Point [ 1, 3802, 5926, 261 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 10582009*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 116402099*x + 481925853878 over Rational Field function(p) ... end function (-168613415471336436947308031/53930040804376416775225 : 11308477283377482458237604061758841910422/12524088369582467981449206053222125 : 1) 61.038787295330436677431 Total time: 13.750 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:56:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-79798489,0]); f := P!Reverse([2353,2692,97440,791624,1382356]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:55:45 on modular [Seed = 1464272366] ------------------------------------- Errors: /bin/sh: line 1: 6415 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:56:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-79798489,0]); f := P!Reverse([8933,0,-53598,-142928,366253]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:56:17 on modular [Seed = 1264262674] ------------------------------------- Point [ 1, 142, 3498, 123 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1678, 1634, 5603 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2488, 4024, 1347 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4611, 2495, 5524 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 79798489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 877783379*x + 9979758631318 over Rational Field function(p) ... end function (1210729545522395799776377041/81462903676705492229401 : 10825356915970238066529765146005456458790/23250903256740100645688459098479101 : 1) 61.37420878310854277515 Total time: 14.050 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:57:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-51108201,0]); f := P!Reverse([981,-1200,-107406,297888,1221261]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:56:47 on modular [Seed = 1331632648] ------------------------------------- Point [ 1, 735, 890, 3418 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1173, 4518, 2078 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5406, 5529, 4395 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 51108201*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 562190211*x + 5115215405286 over Rational Field function(p) ... end function (4030025291102881875571363651801/269146839559072161472706281 : 1029739186813127513614483457135037389296372334/44155410512853433370373083766117\ 40530571 : 1) 61.41800317663158637060 Total time: 16.989 seconds, Total memory usage: 6.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:57:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28955161,0]); f := P!Reverse([1165,-1488,85266,407008,443573]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 01:57:17 on modular [Seed = 1129518630] ------------------------------------- Errors: /bin/sh: line 1: 6427 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:58:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28955161,0]); f := P!Reverse([5381,0,-32286,-86096,220621]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:57:51 on modular [Seed = 2053779325] ------------------------------------- Point [ 1, 1731, 5076, 377 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4199, 3182, 4719 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 28955161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 318506771*x + 2181308098774 over Rational Field function(p) ... end function (2002825629358604277366966969/205075535531908807990225 : -4347709860551087678174315403639645065422/92869002641196577619393711326809625 : 1) 61.58377048050144964008 Total time: 14.099 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:58:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-81830116,0]); f := P!Reverse([13569,-18092,-81414,90460,194489]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:58:19 on modular [Seed = 2121149277] ------------------------------------- Point [ 1, 2776, 2510, 5705 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3591, 437, 2910 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 81830116*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 900131276*x + 10363293210704 over Rational Field function(p) ... end function (54516675431553822750035050/107033687906424282196281 : 110206423186705703605703878151601820526008/35017144984351222581245496313415571 : 1) 61.62851072701781163232 Total time: 14.750 seconds, Total memory usage: 5.38MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:59:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-44582329,0]); f := P!Reverse([2717,1496,-17127,-8492,34958]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:59:01 on modular [Seed = 1919035279] ------------------------------------- Point [ 1, 2617, 3457, 1669 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 44582329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 490405619*x + 4167466950262 over Rational Field function(p) ... end function (521526478899860773668466277694/45699128613902824008457369 : -73864950839177883394607625192128755348006486/308931276274596349773021160160855\ 297597 : 1) 61.64374022090034088705 Total time: 16.160 seconds, Total memory usage: 13.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 01:59:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-70274689,0]); f := P!Reverse([202,0,0,0,1391578]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 01:59:36 on modular [Seed = 2003247847] ------------------------------------- Point [ 1, 450, 5214, 2954 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4054, 3475, 4613 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4394, 3520, 39 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 70274689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 70274689*x over Rational Field function(p) ... end function (-175261399097392868553463495422657421628561933065098081/5123711471456396576067\ 391855298087016040198745430025 : -179814062661337421408708069555402629361005398\ 71932122836560386174474620060019952572/3667558065354633081602516831168614937821\ 84115674439341959000420154913045681125 : 1) 123.33612749599205926642 Total time: 14.660 seconds, Total memory usage: 25.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:00:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88040689,0]); f := P!Reverse([1706,0,0,0,206426]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:00:13 on modular [Seed = 1803239134] ------------------------------------- Point [ 1, 1408, 5286, 4972 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2106, 819, 4489 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5000, 970, 3991 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 88040689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 88040689*x over Rational Field function(p) ... end function (-215622941079044570438500268016951353901970398626377225/6137096719468475396406\ 22832893874680768070554345561 : -2672067900588208054565301142778772780097887025\ 065817211274150694291563831473461980/152035305667541065266223928426108788998052\ 90484702478015634648770051718094941 : 1) 123.36267361490166649673 Total time: 14.259 seconds, Total memory usage: 16.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:01:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4652649,0]); f := P!Reverse([405,664,-3975,2784,29482]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:00:48 on modular [Seed = 1651652138] ------------------------------------- Point [ 1, 5330, 2344, 1831 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 4652649*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 51179139*x + 140500694502 over Rational Field function(p) ... end function (597539844657832701656893283854/168070292111876161348605625 : 128593473326330123330745847762585126681306558/217889565245757243807721333775617\ 8078125 : 1) 61.71758195410016867299 Total time: 17.620 seconds, Total memory usage: 16.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:01:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-74442384,0]); f := P!Reverse([405,664,-3975,2784,29482]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:01:30 on modular [Seed = 1719022084] ------------------------------------- Point [ 1, 5330, 2344, 1831 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 74442384*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 51179139*x + 140500694502 over Rational Field function(p) ... end function (597539844657832701656893283854/168070292111876161348605625 : 128593473326330123330745847762585126681306558/217889565245757243807721333775617\ 8078125 : 1) 61.71758195410016867299 Total time: 17.640 seconds, Total memory usage: 16.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:02:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-21427641,0]); f := P!Reverse([-12963,5760,-51822,12528,-56859]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:02:05 on modular [Seed = 436882975] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 21427641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 235704051*x + 1388639702646 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.970 seconds, Total memory usage: 5.45MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:02:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-21427641,0]); f := P!Reverse([-5031,4320,-56790,26544,-139679]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:02:22 on modular [Seed = 504252968] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 21427641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 235704051*x + 1388639702646 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.270 seconds, Total memory usage: 5.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:03:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2627641,0]); f := P!Reverse([1621,0,-9726,-25936,66461]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:02:52 on modular [Seed = 302139078] ------------------------------------- Point [ 1, 355, 5255, 3602 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 643, 2616, 3031 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2627641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28904051*x + 59631684854 over Rational Field function(p) ... end function (-926254167105038403288263351/150772415370393265230769 : 4278584872716934372663878256811003870786/58544060158322161588857220345637353 : 1) 61.81092751992849798625 Total time: 13.919 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:03:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42042256,0]); f := P!Reverse([1621,0,-9726,-25936,66461]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:03:28 on modular [Seed = 369509118] ------------------------------------- Point [ 1, 355, 5255, 3602 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 643, 2616, 3031 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 42042256*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28904051*x + 59631684854 over Rational Field function(p) ... end function (-926254167105038403288263351/150772415370393265230769 : 4278584872716934372663878256811003870786/58544060158322161588857220345637353 : 1) 61.81092751992849798625 Total time: 13.980 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:04:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22934521,0]); f := P!Reverse([4789,0,-28734,-76624,196349]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:04:02 on modular [Seed = 220027271] ------------------------------------- Point [ 1, 3888, 5716, 5782 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 22934521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 252279731*x + 1537667894966 over Rational Field function(p) ... end function (2684622140619943372793224729/307691228361795817842241 : -4586278828497767748236130663441749911634/170676085397434117172771443348840289 : 1) 61.86095241255383569978 Total time: 14.039 seconds, Total memory usage: 5.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:04:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-93334921,0]); f := P!Reverse([9661,0,-57966,-154576,396101]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:04:34 on modular [Seed = 34756264] ------------------------------------- Point [ 1, 1116, 5577, 2266 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4350, 822, 4541 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 93334921*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1026684131*x + 12623921404934 over Rational Field function(p) ... end function (1059581265794505271403670169/88033927069350102733369 : 37034575109198313623514131131407152799794/26120116722372171716382325483676653 : 1) 61.87133087790581242870 Total time: 14.839 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:05:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10118761,0]); f := P!Reverse([3181,0,-19086,-50896,130421]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:05:11 on modular [Seed = 102125897] ------------------------------------- Point [ 1, 4668, 2364, 1105 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 10118761*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 111306371*x + 450628902374 over Rational Field function(p) ... end function (1186612161479415325653893689/281512946896911868789225 : 35456376666389615360074290011666075745262/149364558514677472740474449660219125 : 1) 61.87164455368623805497 Total time: 14.289 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:06:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-32982049,0]); f := P!Reverse([3934,-6028,-12285,11292,15533]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:05:42 on modular [Seed = 992701525] ------------------------------------- Point [ 1, 3888, 4971, 746 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6499 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:06:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-32982049,0]); f := P!Reverse([122,236,30675,-85670,59288]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:06:16 on modular [Seed = 1060071487] ------------------------------------- Point [ 1, 4299, 284, 4118 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6503 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:07:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-32982049,0]); f := P!Reverse([3934,-6028,-12285,11292,15533]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:07:03 on modular [Seed = 725318900] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 32982049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 362802539*x + 2651822703698 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.849 seconds, Total memory usage: 6.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:07:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58844241,0]); f := P!Reverse([2410,4368,-48672,13104,21690]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:07:29 on modular [Seed = 792688854] ------------------------------------- Point [ 1, 1318, 5880, 234 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1332, 4225, 381 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6519 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:08:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58844241,0]); f := P!Reverse([2557,0,0,0,92052]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:08:06 on modular [Seed = 624259771] ------------------------------------- Point [ 1, 4038, 1870, 2798 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 58844241*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 58844241*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.089 seconds, Total memory usage: 11.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:09:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58844241,0]); f := P!Reverse([2410,4368,-48672,13104,21690]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:08:40 on modular [Seed = 3653865065] ------------------------------------- Point [ 1, 1067, 701, 5340 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1799, 606, 5517 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6529 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:09:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58844241,0]); f := P!Reverse([161,-257,-15075,64926,-52164]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:09:16 on modular [Seed = 3721235337] ------------------------------------- Point [ 1, 5279, 2640, 2549 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 58844241*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 58844241*x over Rational Field function(p) ... end function (1820205387736361817802673694146412392082006884714579173561/3538871101467079731\ 9706309322574857986728096563902084 : -76788479503869291704522056894282289112191\ 933081695404875602617953647331428155083034715/665728449281313500721757392777412\ 7228163459364230249645587610089379785065443448 : 1) 124.064428413678456308844 Total time: 17.329 seconds, Total memory usage: 19.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:11:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-73633561,0]); f := P!Reverse([8581,0,-51486,-137296,351821]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:10:47 on modular [Seed = 3586491370] ------------------------------------- Point [ 1, 572, 3901, 5473 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2379, 4616, 4278 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3014, 400, 4092 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5716, 5265, 4894 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 73633561*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 809969171*x + 8845894217174 over Rational Field function(p) ... end function (3323704330876287517669139449/212000300181484699923025 : 2858313727997527822287246969180241324082/97612337714692881760394956818097625 : 1) 62.062577276136202897305 Total time: 14.800 seconds, Total memory usage: 5.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:11:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52867441,0]); f := P!Reverse([-1814,680,75324,201800,125156]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:11:28 on modular [Seed = 3386482433] ------------------------------------- Point [ 1, 118, 2867, 1741 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4026, 5215, 4832 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 52867441*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 52867441*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.839 seconds, Total memory usage: 23.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:12:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52867441,0]); f := P!Reverse([825,-121,-24024,64669,-44649]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:12:03 on modular [Seed = 3453852454] ------------------------------------- Point [ 1, 2760, 5195, 4029 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5228, 4868, 5894 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 52867441*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 52867441*x over Rational Field function(p) ... end function (567155816022254875722916536397211149640860723992936750625/48048751612876670119\ 709109835854326890680447402151716 : 1064005966837234914312720901608447515830253\ 1968814277279709596654987745935644631875575/10532298586335160887326011171616211\ 623142307746241773191533090716583596168779736 : 1) 124.42008686390347804717 Total time: 15.250 seconds, Total memory usage: 13.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:12:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-38328481,0]); f := P!Reverse([1458,1976,-15021,-5584,57505]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:12:36 on modular [Seed = 3251738445] ------------------------------------- Point [ 1, 1355, 790, 5068 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2063, 4599, 5135 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2510, 1180, 5947 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4044, 1728, 552 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 38328481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 421613291*x + 3322082762194 over Rational Field function(p) ... end function (-4403764405502680198743619267682/193304168021214070356030049 : 2823253250234153542640159521186629897375193440/26875826424571341676167243646112\ 39096593 : 1) 62.25627040807519563259 Total time: 16.750 seconds, Total memory usage: 13.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:13:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-85174441,0]); f := P!Reverse([5,8,-111750,-539912,541184741]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:13:20 on modular [Seed = 4175995296] ------------------------------------- Point [ 1, 2672, 3029, 2870 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 85174441*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 936918851*x + 11005048823846 over Rational Field function(p) ... end function (3840228874608411963026516485201/199817068681977444267709129 : 880965778229659500995684801035135532560612798/282454745296232756999803554530824\ 4810117 : 1) 62.40195619815697369858 Total time: 15.080 seconds, Total memory usage: 16.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:14:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-8288641,0]); f := P!Reverse([2046,2312,-6813,-3664,8215]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:13:54 on modular [Seed = 4243367302] ------------------------------------- Point [ 1, 504, 5873, 4539 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6564 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:14:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-8288641,0]); f := P!Reverse([354,-536,-3453,-15752,67545]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:14:42 on modular [Seed = 4058097915] ------------------------------------- Point [ 1, 200, 5347, 1587 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2090, 702, 132 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3109, 2339, 4346 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5321, 1706, 4713 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 8288641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 91175051*x + 334081964146 over Rational Field function(p) ... end function (4876327022826778797721046578366/1020281624762105596152675625 : -2821278321359393033970790195037246132588485164/3258968011389634127297684110710\ 3631703125 : 1) 62.40939627225183983227 Total time: 15.990 seconds, Total memory usage: 14.61MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:15:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-26853124,0]); f := P!Reverse([212,8,-12906,14096,282990]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:15:12 on modular [Seed = 4125469917] ------------------------------------- Point [ 1, 3779, 4125, 2127 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3848, 2008, 1080 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6573 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:16:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-26853124,0]); f := P!Reverse([220,8,-13002,-13552,271506]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:15:43 on modular [Seed = 3925454910] ------------------------------------- Point [ 1, 357, 5339, 4949 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3619, 5169, 276 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 26853124*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 295384364*x + 1948140439952 over Rational Field function(p) ... end function (8931735773301021757271883804236/1045324447080494098288452049 : -7408578207855382819004738977876089885874419960/3379688399855827875395079779036\ 8524722407 : 1) 62.44600228518309847913 Total time: 17.809 seconds, Total memory usage: 12.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:16:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2163841,0]); f := P!Reverse([389,-508,-3597,1456,12050]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:16:26 on modular [Seed = 3773872386] ------------------------------------- Point [ 1, 667, 4129, 4666 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2163841*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23802251*x + 44562141554 over Rational Field function(p) ... end function (-1997072928472936556905244774402/422257058514822729496788169 : 1966116884773485060685812394370980523121206180/86769156789012648169909486906329\ 45368197 : 1) 62.97914533973312956049 Total time: 16.780 seconds, Total memory usage: 7.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:17:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34621456,0]); f := P!Reverse([389,-508,-3597,1456,12050]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:16:59 on modular [Seed = 3841244519] ------------------------------------- Point [ 1, 667, 4129, 4666 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 34621456*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23802251*x + 44562141554 over Rational Field function(p) ... end function (-1997072928472936556905244774402/422257058514822729496788169 : 1966116884773485060685812394370980523121206180/86769156789012648169909486906329\ 45368197 : 1) 62.97914533973312956049 Total time: 16.629 seconds, Total memory usage: 7.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:17:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10699441,0]); f := P!Reverse([23,-24,11529,196246,746500]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:17:34 on modular [Seed = 2592785212] ------------------------------------- Point [ 1, 3676, 3340, 3915 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3826, 3428, 4786 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 10699441*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 117693851*x + 489970201154 over Rational Field function(p) ... end function (10788853639753049570275570363969/1975677658085018578764876100 : -8829544864129998469984520161732655653896783703/8781609742180625043394209518175\ 9673741000 : 1) 63.059664654807036754391 Total time: 15.789 seconds, Total memory usage: 8.83MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:18:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-53919649,0]); f := P!Reverse([7987,-12152,-12663,11410,12552]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:18:12 on modular [Seed = 2660157154] ------------------------------------- Point [ 1, 2872, 3775, 86 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6598 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:20:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-53919649,0]); f := P!Reverse([7987,-12152,-12663,11410,12552]); S := FourDescent(f); F := S[1];P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-53919649,0]); f := P!Reverse([53,8,-14547,114074,2469294]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:19:34 on modular [Seed = 2542260153] ------------------------------------- Point [ 1, 621, 2481, 3774 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6607 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:20:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-53919649,0]); f := P!Reverse([53,8,-14547,114074,2469294]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:20:17 on modular [Seed = 2342245234] ------------------------------------- Point [ 1, 621, 2481, 3774 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3596, 4015, 1542 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 53919649*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 593116139*x + 5543047756498 over Rational Field function(p) ... end function (16125334425167926449640369926286/1598871048297745622120471529 : -48984773538281319304093033009826165837676198208/639322748480072643701404180245\ 86218886667 : 1) 63.110922647366571425209 Total time: 20.809 seconds, Total memory usage: 17.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:21:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-87703225,0]); f := P!Reverse([24349,-7492,-89904,44952,127364]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:20:57 on modular [Seed = 2409617182] ------------------------------------- Point [ 1, 571, 3743, 4036 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3135, 2118, 3373 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 87703225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 964735475*x + 11498769829750 over Rational Field function(p) ... end function (-16481611426513418184612789255/499116259917300400201369 : 955863375709394548878559599659430785459750/352616456993399577281090879761505597 : 1) 63.120359945966356463031 Total time: 15.009 seconds, Total memory usage: 14.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:21:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-8282884,0]); f := P!Reverse([120,224,9942,-64444,91101]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:21:27 on modular [Seed = 2207505212] ------------------------------------- Point [ 1, 3815, 2133, 140 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 8282884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 91111724*x + 333733962128 over Rational Field function(p) ... end function (3941167511602567339768737431569/992699156545246757734275600 : -5816572476534403165080161112315455377162661753/3127710004826748673369754883419\ 6900904000 : 1) 63.32314677973050720538 Total time: 16.399 seconds, Total memory usage: 10.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:22:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-20921476,0]); f := P!Reverse([511,72,-9180,17060,99449]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:22:00 on modular [Seed = 3131761130] ------------------------------------- Errors: /bin/sh: line 1: 6626 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:22:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-20921476,0]); f := P!Reverse([1517,-320,-12168,-724,29831]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:22:32 on modular [Seed = 3199133134] ------------------------------------- Errors: /bin/sh: line 1: 6630 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:23:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9721924,0]); f := P!Reverse([737,-1182,-6330,11376,27184]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:23:10 on modular [Seed = 3030708130] ------------------------------------- Point [ 1, 95, 3983, 4548 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3814, 1536, 4637 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 9721924*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 106941164*x + 424381426448 over Rational Field function(p) ... end function (10431800551358179149418475910221/1992943496198300495101396225 : 7970821469437514224203907220175282811340851731/88969772217769225996710464501794\ 683594625 : 1) 63.75084187995114604063 Total time: 19.660 seconds, Total memory usage: 9.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:24:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7006609,0]); f := P!Reverse([842,-104,-6729,-1798,18458]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:24:14 on modular [Seed = 2847535743] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 7006609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 77072699*x + 259650916322 over Rational Field function(p) ... end function (-11232698564050018017631213493246/1148299891759990774151260489 : 10836498643171741774147174493020177503828869554/3891194915978279060700683134320\ 0670471237 : 1) 64.039950626633668662179 Total time: 15.849 seconds, Total memory usage: 7.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:25:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15792676,0]); f := P!Reverse([5961,-7948,-35766,39740,85441]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:24:51 on modular [Seed = 2931750213] ------------------------------------- Point [ 1, 677, 1435, 1430 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 15792676*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 173719436*x + 878641321936 over Rational Field function(p) ... end function (60812557093229578442388279994/8400472954816966092659209 : 504591091076182213377102472892633839320168/243475690924711188106883819127450473\ 23 : 1) 64.115368109208546343324 Total time: 14.000 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:25:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-48972004,0]); f := P!Reverse([10497,-13996,-62982,69980,150457]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:25:27 on modular [Seed = 2780167722] ------------------------------------- Point [ 1, 462, 3248, 31 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2223, 3904, 1041 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2636, 3761, 5054 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3010, 403, 2916 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3964, 1105, 299 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5066, 2870, 5855 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 48972004*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 538692044*x + 4797885175888 over Rational Field function(p) ... end function (23779763184254118315156897514/2882600221383273707777241 : -4682514046010753403193611056723237492638136/4894142648375862116538154193575981\ 539 : 1) 64.21138787193233099515 Total time: 14.500 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:26:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-11874916,0]); f := P!Reverse([5169,-6892,-31014,34460,74089]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:26:11 on modular [Seed = 1514799106] ------------------------------------- Point [ 1, 1543, 1683, 3297 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1783, 3922, 4717 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5015, 6006, 2203 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 11874916*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 130624076*x + 572893447504 over Rational Field function(p) ... end function (13385943851880411448870425946/5517767653162489066198609 : -6738337864626447426975907095847655262465576/1296119705159555460087740428945486\ 1273 : 1) 64.38203178605267851253 Total time: 13.750 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:26:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34727449,0]); f := P!Reverse([498,-664,6225,88976,155625]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:26:41 on modular [Seed = 1582171172] ------------------------------------- Point [ 1, 1227, 3151, 3903 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2072, 2793, 4990 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2608, 2577, 4592 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3167, 1436, 5665 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4365, 2487, 4637 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 34727449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 382001939*x + 2865083997398 over Rational Field function(p) ... end function (1346414847196477530743064142289/125006837418796915000168324 : 16645641414043624403554831190163461863027425/1397657154504560881882076356530407\ 458168 : 1) 64.49558668825420681969 Total time: 14.429 seconds, Total memory usage: 16.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:27:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34727449,0]); f := P!Reverse([498,-664,6225,88976,155625]); S := FourDescent(f); F := S[1];P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:27:11 on modular [Seed = 1380059190] ------------------------------------- Errors: /bin/sh: line 1: 6665 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:28:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:27:44 on modular [Seed = 1447431277] ------------------------------------- Errors: /bin/sh: line 1: 6669 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:28:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:28:19 on modular [Seed = 1331631511] ------------------------------------- Errors: /bin/sh: line 1: 6676 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:29:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([739,-739,-6651,10346,-2956]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:28:49 on modular [Seed = 1129519545] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.740 seconds, Total memory usage: 16.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:30:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([-694,-1096,24396,57704,15556]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:29:49 on modular [Seed = 1180048576] ------------------------------------- Point [ 1, 4291, 5683, 1042 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.559 seconds, Total memory usage: 18.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:31:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:30:46 on modular [Seed = 2053777207] ------------------------------------- Errors: /bin/sh: line 1: 6689 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:31:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-54272689,0]); f := P!Reverse([-6255,-9452,46704,81176,25020]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:31:15 on modular [Seed = 1935879707] ------------------------------------- Point [ 1, 1035, 224, 1143 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 54272689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 54272689*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.010 seconds, Total memory usage: 8.23MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:32:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-54272689,0]); f := P!Reverse([77,89,6102,-41113,124033]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:31:46 on modular [Seed = 2003249790] ------------------------------------- Errors: /bin/sh: line 1: 6700 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:32:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-54272689,0]); f := P!Reverse([-1711,412,45534,25660,-27443]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:32:15 on modular [Seed = 1803236959] ------------------------------------- Point [ 1, 1326, 5750, 2113 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2320, 109, 1910 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 54272689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 54272689*x over Rational Field function(p) ... end function (902318001944825603777576342813256060120411057957836440633628/11266606970555260\ 6573115122670125778768666225997314434009 : 3361904419307854471410480786535324109656136300007611864600358623728905505120380\ 95576272710/1195885820918915488454664511538355843294200520980262405658474714762\ 968164004040546973 : 1) 129.47202181404421139632 Total time: 17.719 seconds, Total memory usage: 10.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:33:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-34257609,0]); f := P!Reverse([23860,-5736,-71856,15372,44217]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:32:47 on modular [Seed = 1870607035] ------------------------------------- Point [ 1, 497, 653, 1941 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1347, 5920, 1830 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 34257609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 376833699*x + 2807136996678 over Rational Field function(p) ... end function (216184424090663615340884513379369/12213363493739727664258674049 : 1750919763909030539461945572018704187742820012790/13497487194836200444653095645\ 18108733422657 : 1) 64.85762329051857477679 Total time: 17.960 seconds, Total memory usage: 5.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:33:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-45468049,0]); f := P!Reverse([1226,0,0,0,148346]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:33:23 on modular [Seed = 1668497035] ------------------------------------- Point [ 1, 863, 23, 3070 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 45468049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 45468049*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.890 seconds, Total memory usage: 11.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:34:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-45468049,0]); f := P!Reverse([111,-173,3951,-33010,103548]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:33:45 on modular [Seed = 1735867125] ------------------------------------- Point [ 1, 1406, 4122, 5825 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2111, 4774, 4023 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2226, 3013, 5919 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4680, 4234, 6 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4928, 3541, 3026 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 45468049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 45468049*x over Rational Field function(p) ... end function (-933118248230430502144884160904835102359179755028144955671007/1907918788318716\ 63942436024464143823190403396013413671524 : 8555322990443307685584254149734183385389593151099244790105209222213951463273284\ 22735315465/2635359255423233513352788421496142530514752299279830941157703471647\ 084398105296158232 : 1) 129.85847245253279425014 Total time: 17.030 seconds, Total memory usage: 13.29MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:34:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30173049,0]); f := P!Reverse([77,136,-67110,-140744,12305405]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:34:20 on modular [Seed = 403195311] ------------------------------------- Point [ 1, 3069, 1868, 1355 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4363, 1872, 3175 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4652, 5415, 5831 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 30173049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 331903539*x + 2320367814198 over Rational Field function(p) ... end function (450180300739458217424410411236321/40941087846839181077849448025 : 143262131968524410848806589529644026297871909494/828398048622081103825157148056\ 3281649996125 : 1) 65.19218987389059805082 Total time: 18.579 seconds, Total memory usage: 5.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:35:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6869641,0]); f := P!Reverse([2621,0,-15726,-41936,107461]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:34:55 on modular [Seed = 318984007] ------------------------------------- Point [ 1, 4894, 3406, 2785 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 6869641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 75566051*x + 252074606854 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.070 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:35:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6869641,0]); f := P!Reverse([10421,13852,-20592,-13224,21220]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:35:28 on modular [Seed = 386354044] ------------------------------------- Errors: /bin/sh: line 1: 6732 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:36:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6869641,0]); f := P!Reverse([2621,0,-15726,-41936,107461]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:36:07 on modular [Seed = 186341127] ------------------------------------- Point [ 1, 4894, 3406, 2785 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 6869641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 75566051*x + 252074606854 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.060 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:36:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6869641,0]); f := P!Reverse([2621,0,-15726,-41936,107461]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:36:30 on modular [Seed = 253711162] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 6869641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 75566051*x + 252074606854 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.990 seconds, Total memory usage: 5.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:36:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6869641,0]); f := P!Reverse([2621,0,-15726,-41936,107461]); S := FourDescent(f); F := S[4]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:36:38 on modular [Seed = 51601198] ------------------------------------- >> F := S[4]; ^ Runtime error in '[]': Sequence element 4 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 6869641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 75566051*x + 252074606854 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.970 seconds, Total memory usage: 5.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:37:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7513081,0]); f := P!Reverse([2741,0,-16446,-43856,112381]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:37:29 on modular [Seed = 68442358] ------------------------------------- Point [ 1, 2913, 5417, 127 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3398, 5911, 4040 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4195, 2053, 251 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4945, 3287, 4155 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 7513081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 82643891*x + 288306970294 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.070 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:37:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7513081,0]); f := P!Reverse([2741,0,-16446,-43856,112381]); S := FourDescent(f); F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:37:56 on modular [Seed = 942171303] ------------------------------------- >> F := S[3]; ^ Runtime error in '[]': Sequence element 3 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 7513081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 82643891*x + 288306970294 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.930 seconds, Total memory usage: 5.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:38:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7513081,0]); f := P!Reverse([2741,0,-16446,-43856,112381]); S := FourDescent(f); F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:38:03 on modular [Seed = 841117346] ------------------------------------- Point [ 1, 1783, 4607, 5951 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2317, 414, 4156 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2486, 5571, 5634 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3805, 2149, 1960 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3837, 3787, 4399 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4144, 4218, 2963 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4202, 481, 5944 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 7513081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 82643891*x + 288306970294 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.009 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:38:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7513081,0]); f := P!Reverse([2741,0,-16446,-43856,112381]); S := FourDescent(f); F := S[2]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:38:36 on modular [Seed = 908487297] ------------------------------------- Point [ 1, 4449, 589, 4322 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 7697, 3166, 9645 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6765 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:39:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7513081,0]); f := P!Reverse([2741,0,-16446,-43856,112381]); S := FourDescent(f); F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:39:12 on modular [Seed = 708474209] ------------------------------------- Point [ 1, 3191, 7175, 8555 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 3342, 3298, 2144 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3900, 8699, 6930 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 4849, 2837, 6236 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 5108, 3441, 7765 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 5901, 5447, 1029 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 8760, 8030, 3511 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 7513081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 82643891*x + 288306970294 over Rational Field function(p) ... end function (23369278834477844283342719673/8927995109877538411937089 : -7999347218366885338937313670173125068858030/2667662694925329711484191435481791\ 3313 : 1) 65.38945365213672289428 Total time: 20.760 seconds, Total memory usage: 5.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:40:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-44049769,0]); f := P!Reverse([6637,0,-39822,-106192,272117]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:39:59 on modular [Seed = 573734214] ------------------------------------- Point [ 1, 2493, 2903, 518 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5146, 5722, 1859 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5707, 951, 4605 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 44049769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 484547459*x + 4093016435942 over Rational Field function(p) ... end function (-17644879161070137359242496831/2152541442542965951890625 : -8656998348865729974529818640996304115298678/3158110215141226693276750225525390\ 625 : 1) 65.49402554955396738023 Total time: 14.160 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:40:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([58,112,-1158816,88030096,-1885707638]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:40:30 on modular [Seed = 641104163] ------------------------------------- Point [ 1, 5389, 5802, 752 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.260 seconds, Total memory usage: 14.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:41:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([58,112,-1158816,88030096,-1885707638]); S := FourDescent(f); F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:40:59 on modular [Seed = 3670705658] ------------------------------------- Errors: /bin/sh: line 1: 6785 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:41:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([58,112,-1158816,88030096,-1885707638]); S := FourDescent(f); F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:41:29 on modular [Seed = 3552807953] ------------------------------------- Point [ 1, 5913, 3671, 5120 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 6792 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:42:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1381,0,0,0,49716]); S := FourDescent(f); F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:42:09 on modular [Seed = 3620177997] ------------------------------------- Point [ 1, 785, 5230, 4376 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 3797, 5808, 3755 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.839 seconds, Total memory usage: 11.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:43:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([-85,-89,8379,35118,27540]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:42:57 on modular [Seed = 3420165217] ------------------------------------- Point [ 1, 1903, 4439, 5955 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2447, 3340, 3006 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2879, 5212, 3732 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3128, 5212, 2275 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3560, 3340, 3001 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4104, 4439, 52 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.210 seconds, Total memory usage: 6.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:43:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([-85,-89,8379,35118,27540]); S := FourDescent(f); F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:43:26 on modular [Seed = 3437007513] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.510 seconds, Total memory usage: 6.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:44:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1393,888,24642,-2664,12537]); S := FourDescent(f); F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:44:06 on modular [Seed = 3234897581] ------------------------------------- Errors: /bin/sh: line 1: 6811 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:44:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1393,888,24642,-2664,12537]); S := FourDescent(f); F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:44:34 on modular [Seed = 4226524658] ------------------------------------- Errors: /bin/sh: line 1: 6816 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:45:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1393,888,24642,-2664,12537]); S := FourDescent(f); F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:45:04 on modular [Seed = 4293894612] ------------------------------------- Errors: /bin/sh: line 1: 6820 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:45:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1393,888,24642,-2664,12537]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:45:34 on modular [Seed = 4091784486] ------------------------------------- Errors: /bin/sh: line 1: 6824 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:46:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([-85,-89,8379,35118,27540]); S := FourDescent(f); F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:46:07 on modular [Seed = 4108626432] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.399 seconds, Total memory usage: 6.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:55:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-5,0,13711111108081,0,-5641141558702829370912000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:54:45 on modular [Seed = 3858072843] ------------------------------------- Errors: /bin/sh: line 1: 6846 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:55:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([5,0,13711111108081,0,5641141558702829370912000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:55:26 on modular [Seed = 2660171291] ------------------------------------- FourDescent( f: 5*x^4 + 13711111108081*x^2 + 5641141558702829370912000 ) ReduceFD( fd: [ [-17614939462539216252685748 -29344413163936004369337853 -... ) StollReduce( desc: [ [ 0 1 0 0] [ 1 0 0 0] [ 0 0 1 1] [ 0 0 1 -4], ... ) Covariant( mat1: [ 0 1 0 0] [ 1 0 0 0] [ 0 0 1 1] [ 0 0 1 -4], mat2: [ 3 -30832 0 0] [ ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 292, column 21: >> assert Dimension(ker) eq 1; ^ Runtime error in assert: Assertion failed >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 18154316561519*x^2 - 65627950508156300868878400*x over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 10967980444589832289962970*x - 13130466385106903842436793084407133100 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.570 seconds, Total memory usage: 24.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:56:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-7,0,13711111108081,0,-4029386827644878122080000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:56:28 on modular [Seed = 2458055125] ------------------------------------- Errors: /bin/sh: line 1: 6857 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:57:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([7,0,13711111108081,0,4029386827644878122080000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 02:57:09 on modular [Seed = 2525427080] ------------------------------------- FourDescent( f: 7*x^4 + 13711111108081*x^2 + 4029386827644878122080000 ) ReduceFD( fd: [ [12803 -15347039 -45686190 384090] [-15347039 -78168551915... ) StollReduce( desc: [ [ 12803 384090 702286477 -... ) Covariant( mat1: [ 12803 384090 702286477 -20..., mat2: [6839115746 205173470550 1517909277183733 279766545812721] [... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 288, column 29: >> K := ext; ^ Runtime error in ext< ... >: RHS polynomial argument is not irreducible >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 18154316561519*x^2 - 65627950508156300868878400*x over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 10967980444589832289962970*x - 13130466385106903842436793084407133100 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.250 seconds, Total memory usage: 11.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:58:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-35,0,13711111108081,0,-805877365528975624416000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:58:06 on modular [Seed = 2409622698] ------------------------------------- Errors: /bin/sh: line 1: 6868 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:59:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([35,0,13711111108081,0,805877365528975624416000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:58:55 on modular [Seed = 2207506536] ------------------------------------- Errors: /bin/sh: line 1: 6872 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 02:59:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-3658,0,13711111108081,0,-7710691031578498320000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 02:59:32 on modular [Seed = 2258035977] ------------------------------------- Errors: /bin/sh: line 1: 6877 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:00:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([3658,0,13711111108081,0,7710691031578498320000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 03:00:06 on modular [Seed = 3131758871] ------------------------------------- FourDescent( f: 3658*x^4 + 13711111108081*x^2 + 7710691031578498320000 ) ReduceFD( fd: [ [-43608137904459761549215710410367295372411471923367821981... ) StollReduce( desc: [ [434443478025975945665877857113435446502 11534509755811205... ) Covariant( mat1: [434443478025975945665877857113435446502 1153450975581120560..., mat2: [28298065033378678408612640857021382972855294 52612187255684... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 288, column 29: >> K := ext; ^ Runtime error in ext< ... >: RHS polynomial argument is not irreducible >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 18154316561519*x^2 - 65627950508156300868878400*x over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 10967980444589832289962970*x - 13130466385106903842436793084407133100 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.199 seconds, Total memory usage: 25.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:00:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-18290,0,13711111108081,0,-1542138206315699664000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:00:36 on modular [Seed = 3199130865] ------------------------------------- Errors: /bin/sh: line 1: 6885 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:01:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([18290,0,13711111108081,0,1542138206315699664000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:01:13 on modular [Seed = 3081229781] ------------------------------------- Errors: /bin/sh: line 1: 6892 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:01:53 2004 Input: E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-128030,0,13711111108081,0,-220305458045099952000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 03:01:53 on modular [Seed = 2881210769] ------------------------------------- >> f := P!Reverse([-128030,0,13711111108081,0,-220305458045099952000]); ^ User error: Identifier 'P' has not been declared or assigned >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 18154316561519*x^2 - 65627950508156300868878400*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:02:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18154316561519,0,-65627950508156300868878400,0]); f := P!Reverse([-128030,0,13711111108081,0,-220305458045099952000]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:02:15 on modular [Seed = 2948582787] ------------------------------------- Errors: /bin/sh: line 1: 6900 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:16:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-1069283275100,253352597540,-4944196555859,529370810346,-5718704313951]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:15:53 on modular [Seed = 1447440805] ------------------------------------- Errors: /bin/sh: line 1: 6924 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:16:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-2231755692656,3359076916776,-6807767226839,4198846145970,-3487118269775]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 03:16:34 on modular [Seed = 1230581441] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.919 seconds, Total memory usage: 7.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:17:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([64733650884,104952423660,-4937900046203,-3547087319110,92587113540769]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:16:50 on modular [Seed = 1297951477] ------------------------------------- Errors: /bin/sh: line 1: 6935 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:17:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-59061830400,97687939680,47799108690001,-768403720918194,3403953109429569]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:17:31 on modular [Seed = 1196892438] ------------------------------------- Errors: /bin/sh: line 1: 6941 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:18:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-162296455100,286856399140,-5129118623639,4576040172468,-38536396778844]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:18:06 on modular [Seed = 2070617359] ------------------------------------- Errors: /bin/sh: line 1: 6945 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:18:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-75153051900,-46782523380,-4936811383019,-1315342877870,-81205622398775]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 03:18:41 on modular [Seed = 2137987444] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.869 seconds, Total memory usage: 6.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:19:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-75153051900,-46782523380,-4936811383019,-1315342877870,-81205622398775]); S := FourDescent(f); F := S[1]; pts := Points(F,20000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 03:19:17 on modular [Seed = 1986400345] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,20000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.089 seconds, Total memory usage: 6.45MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:20:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); S := FourDescent(f); F := S[1]; pts := Points(F,20000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:20:26 on modular [Seed = 1803226507] ------------------------------------- Errors: /bin/sh: line 1: 6961 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:21:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([7,0,9930400468081,0,56721321204004800000000]); S := FourDescent(f); F := S[1]; pts := Points(F,20000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:21:04 on modular [Seed = 1870596565] ------------------------------------- Errors: /bin/sh: line 1: 6965 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:22:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([35,0,9930400468081,0,11344264240800960000000]); S := FourDescent(f); F := S[1]; pts := Points(F,20000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:21:41 on modular [Seed = 1668483644] ------------------------------------- Errors: /bin/sh: line 1: 6969 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.77 (66.63.133.77) Time: Wed Sep 22 03:22:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([35,0,9930400468081,0,11344264240800960000000]); S := FourDescent(f); F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 03:22:09 on modular [Seed = 436892513] ------------------------------------- Errors: /bin/sh: line 1: 6976 Killed nice -n 19 /usr/local/bin/magma '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:12:43 2004 Input: R := PolynomialRing(GF(7)); Factorization(T^4+t+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:12:43 on modular [Seed = 2746458354] ------------------------------------- >> Factorization(T^4+t+2); ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:12:51 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+x+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:12:51 on modular [Seed = 2763302893] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:12:58 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+x+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:12:58 on modular [Seed = 1582193945] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:10 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+2*x+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:10 on modular [Seed = 1430607406] ------------------------------------- [ , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:16 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+3*x+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:16 on modular [Seed = 1346392865] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:23 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+4*x+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:23 on modular [Seed = 1230588455] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:32 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+x^2+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:32 on modular [Seed = 1196901414] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:42 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+x^2+1) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:42 on modular [Seed = 1112686937] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:13:49 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^4+x^2+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:13:48 on modular [Seed = 2036955752] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:15:29 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2)*(x^4+x^2+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:15:29 on modular [Seed = 2003268763] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/134 + Z Defined on 3 generators Relations: 2*$.1 = 0 134*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/134 + Z Defined on 3 generators Relations: 2*$.1 = 0 134*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/134 + Z Defined on 3 generators Relations: 2*$.1 = 0 134*$.2 = 0 given by a rule Total time: 0.610 seconds, Total memory usage: 14.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:17:52 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2)*(x^4+x^2+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:17:51 on modular [Seed = 1769564939] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/268 Defined on 2 generators Relations: 2*$.1 = 0 268*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/268 Defined on 2 generators Relations: 2*$.1 = 0 268*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/268 Defined on 2 generators Relations: 2*$.1 = 0 268*$.2 = 0 given by a rule Total time: 0.620 seconds, Total memory usage: 14.32MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:18:31 2004 Input: Factorization(268) Output: Magma V2.11-6 Wed Sep 22 2004 05:18:31 on modular [Seed = 1685349982] ------------------------------------- [ <2, 2>, <67, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:19:57 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x+1) Output: Magma V2.11-6 Wed Sep 22 2004 05:19:57 on modular [Seed = 521084415] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:20:04 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:20:04 on modular [Seed = 436869251] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:20:10 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:20:10 on modular [Seed = 285283206] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:20:43 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:20:42 on modular [Seed = 203165371] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 given by a rule Total time: 0.980 seconds, Total memory usage: 14.32MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:20:52 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:20:51 on modular [Seed = 186321317] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/4784 + Z Defined on 3 generators Relations: 2*$.1 = 0 4784*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/4784 + Z Defined on 3 generators Relations: 2*$.1 = 0 4784*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/4784 + Z Defined on 3 generators Relations: 2*$.1 = 0 4784*$.2 = 0 given by a rule Total time: 0.900 seconds, Total memory usage: 14.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:22:08 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:22:07 on modular [Seed = 102105956] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/9568 Defined on 2 generators Relations: 2*$.1 = 0 9568*$.2 = 0 given by a rule Total time: 1.010 seconds, Total memory usage: 14.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:26:32 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x^2+3)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:26:30 on modular [Seed = 925315884] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/19410 + Z Defined on 3 generators Relations: 2*$.1 = 0 19410*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/19410 + Z Defined on 3 generators Relations: 2*$.1 = 0 19410*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/19410 + Z Defined on 3 generators Relations: 2*$.1 = 0 19410*$.2 = 0 given by a rule Total time: 1.570 seconds, Total memory usage: 16.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:29 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:29 on modular [Seed = 841103086] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:35 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+1) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:35 on modular [Seed = 691613171] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:40 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:39 on modular [Seed = 607396082] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:45 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+4) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:45 on modular [Seed = 590555119] ------------------------------------- [ , ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:51 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+5) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:51 on modular [Seed = 3738098196] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:27:57 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^5+6) Output: Magma V2.11-6 Wed Sep 22 2004 05:27:57 on modular [Seed = 3586511125] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:28:04 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+6) Output: Magma V2.11-6 Wed Sep 22 2004 05:28:04 on modular [Seed = 3502298153] ------------------------------------- [ , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:28:09 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+5) Output: Magma V2.11-6 Wed Sep 22 2004 05:28:09 on modular [Seed = 3487550267] ------------------------------------- [ , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:28:14 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+4) Output: Magma V2.11-6 Wed Sep 22 2004 05:28:13 on modular [Seed = 3403337274] ------------------------------------- [ , , , ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:28:19 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:28:18 on modular [Seed = 3251750190] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:28:48 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^6+3)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:28:46 on modular [Seed = 4192861546] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/618268 + Z Defined on 3 generators Relations: 2*$.1 = 0 618268*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/618268 + Z Defined on 3 generators Relations: 2*$.1 = 0 618268*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/618268 + Z Defined on 3 generators Relations: 2*$.1 = 0 618268*$.2 = 0 given by a rule Total time: 2.439 seconds, Total memory usage: 16.37MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:04 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:04 on modular [Seed = 4108644425] ------------------------------------- [ , , , ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:08 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^6+1) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:08 on modular [Seed = 4091803466] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:14 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^7+1) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:14 on modular [Seed = 4009683545] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:19 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^7+2) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:19 on modular [Seed = 3858096471] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:24 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^8+x^7+3) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:24 on modular [Seed = 3773883465] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 05:29:34 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^7+3)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 05:29:33 on modular [Seed = 2660145726] ------------------------------------- Abelian Group isomorphic to Z/1960 + Z/1960 + Z Defined on 3 generators Relations: 1960*$.1 = 0 1960*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/1960 + Z/1960 + Z Defined on 3 generators Relations: 1960*$.1 = 0 1960*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/1960 + Z/1960 + Z Defined on 3 generators Relations: 1960*$.1 = 0 1960*$.2 = 0 given by a rule Total time: 1.110 seconds, Total memory usage: 14.52MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:00:22 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^3+2) Output: Magma V2.11-6 Wed Sep 22 2004 06:00:22 on modular [Seed = 420025715] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:01:20 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^3+3) Output: Magma V2.11-6 Wed Sep 22 2004 06:01:20 on modular [Seed = 369498682] ------------------------------------- [ ] Total time: 0.200 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:02:59 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^7+3)*(x^8+x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:02:58 on modular [Seed = 236847744] ------------------------------------- Abelian Group isomorphic to Z/1960 + Z/11760 Defined on 2 generators Relations: 1960*$.1 = 0 11760*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/1960 + Z/11760 Defined on 2 generators Relations: 1960*$.1 = 0 11760*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/1960 + Z/11760 Defined on 2 generators Relations: 1960*$.1 = 0 11760*$.2 = 0 given by a rule Total time: 1.090 seconds, Total memory usage: 14.63MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:48:11 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^7+3)*(x^4+x^2+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:48:09 on modular [Seed = 2980161671] ------------------------------------- Abelian Group isomorphic to Z/6 + Z/20406 Defined on 2 generators Relations: 6*$.1 = 0 20406*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/6 + Z/20406 Defined on 2 generators Relations: 6*$.1 = 0 20406*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/6 + Z/20406 Defined on 2 generators Relations: 6*$.1 = 0 20406*$.2 = 0 given by a rule Total time: 1.909 seconds, Total memory usage: 16.68MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:48:20 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^7+3)*(x^4+x^2+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:48:18 on modular [Seed = 2898048385] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/20406 + Z Defined on 3 generators Relations: 2*$.1 = 0 20406*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/20406 + Z Defined on 3 generators Relations: 2*$.1 = 0 20406*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/20406 + Z Defined on 3 generators Relations: 2*$.1 = 0 20406*$.2 = 0 given by a rule Total time: 1.879 seconds, Total memory usage: 16.76MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:48:34 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+x^7+3)*(x^4+x+2); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:48:33 on modular [Seed = 2813836921] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/5596 + Z Defined on 3 generators Relations: 2*$.1 = 0 5596*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/5596 + Z Defined on 3 generators Relations: 2*$.1 = 0 5596*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/5596 + Z Defined on 3 generators Relations: 2*$.1 = 0 5596*$.2 = 0 given by a rule Total time: 1.080 seconds, Total memory usage: 14.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:49:16 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^6+3) Output: Magma V2.11-6 Wed Sep 22 2004 06:49:16 on modular [Seed = 2729622353] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:49:23 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^6+2) Output: Magma V2.11-6 Wed Sep 22 2004 06:49:22 on modular [Seed = 1548502449] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:49:40 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^6+4) Output: Magma V2.11-6 Wed Sep 22 2004 06:49:40 on modular [Seed = 1447448524] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:50:07 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:50:06 on modular [Seed = 1314805710] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/66 + Z/396 + Z Defined on 4 generators Relations: 3*$.1 = 0 66*$.2 = 0 396*$.3 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/66 + Z/396 + Z Defined on 4 generators Relations: 3*$.1 = 0 66*$.2 = 0 396*$.3 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/66 + Z/396 + Z Defined on 4 generators Relations: 3*$.1 = 0 66*$.2 = 0 396*$.3 = 0 given by a rule Total time: 0.950 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 06:53:19 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 06:53:18 on modular [Seed = 1146379396] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.159 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:01:21 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+4) Output: Magma V2.11-6 Wed Sep 22 2004 07:01:21 on modular [Seed = 1986423977] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:02:14 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+1) Output: Magma V2.11-6 Wed Sep 22 2004 07:02:14 on modular [Seed = 1853781126] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:02:20 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+2) Output: Magma V2.11-6 Wed Sep 22 2004 07:02:19 on modular [Seed = 1803252110] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:02:26 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+3) Output: Magma V2.11-6 Wed Sep 22 2004 07:02:26 on modular [Seed = 1685356280] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:02:54 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+5) Output: Magma V2.11-6 Wed Sep 22 2004 07:02:54 on modular [Seed = 1634827233] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:02:59 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+x+6) Output: Magma V2.11-6 Wed Sep 22 2004 07:02:59 on modular [Seed = 436863143] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:03:44 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+2*x+6) Output: Magma V2.11-6 Wed Sep 22 2004 07:03:44 on modular [Seed = 386337369] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:03:50 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+2*x+5) Output: Magma V2.11-6 Wed Sep 22 2004 07:03:49 on modular [Seed = 268438875] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:04:22 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+2*x+3) Output: Magma V2.11-6 Wed Sep 22 2004 07:04:22 on modular [Seed = 220008549] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:04:45 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+2*x+2) Output: Magma V2.11-6 Wed Sep 22 2004 07:04:45 on modular [Seed = 34742033] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:04:56 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+3*x+2) Output: Magma V2.11-6 Wed Sep 22 2004 07:04:56 on modular [Seed = 1060053561] ------------------------------------- [ , ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:05:02 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^2+3*x+1) Output: Magma V2.11-6 Wed Sep 22 2004 07:05:01 on modular [Seed = 942155067] ------------------------------------- [ ] Total time: 0.200 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:07:12 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^3+2) Output: Magma V2.11-6 Wed Sep 22 2004 07:07:12 on modular [Seed = 891627659] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:07:57 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 07:07:56 on modular [Seed = 758985087] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.000 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:09:30 2004 Input: R := PolynomialRing(GF(7)); Factorization(x^3+x+1) Output: Magma V2.11-6 Wed Sep 22 2004 07:09:30 on modular [Seed = 607402000] ------------------------------------- [ ] Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 07:10:08 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x+1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 07:10:07 on modular [Seed = 3738092047] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.090 seconds, Total memory usage: 14.62MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:16:44 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 22 2004 07:16:44 on modular [Seed = 3535981712] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:19:19 2004 Input: S:=[GF(3)|1,1,1,1,2,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:19:19 on modular [Seed = 3369653793] ------------------------------------- $.1^4 + $.1^3 + $.1^2 + $.1 + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:20:09 2004 Input: S:=[GF(3)|1,1,1,1,1,2,1,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:20:09 on modular [Seed = 3251756918] ------------------------------------- 2*$.1^6 + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:21:14 2004 Input: S:=[GF(3)|1,1,1,1,1,0,1,1,1,1,1,0]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:21:13 on modular [Seed = 4209695629] ------------------------------------- 2*$.1^6 + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:21:23 2004 Input: S:=[GF(2)|1,1,1,1,1,0,1,1,1,1,1,0]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:21:22 on modular [Seed = 4159166107] ------------------------------------- $.1^6 + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:22:42 2004 Input: S:=[GF(5)|1,1,1,1,2,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:22:42 on modular [Seed = 4041265452] ------------------------------------- 4*$.1^5 + 1 5 Total time: 0.200 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:22:50 2004 Input: S:=[GF(3)|1,1,1,1,2,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:22:50 on modular [Seed = 3908618556] ------------------------------------- $.1^4 + $.1^3 + $.1^2 + $.1 + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:24:42 2004 Input: S:=[GF(5)|1,1,1,1,2,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:24:42 on modular [Seed = 3790716997] ------------------------------------- 4*$.1^5 + 1 5 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:35:20 2004 Input: S:=[GF(7)|1,1,1,1,2,1,1,1,1,2]; BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:35:20 on modular [Seed = 2359078570] ------------------------------------- 6*$.1^5 + 1 5 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 07:37:30 2004 Input: S:=[GF(7)|1,1,1,1,2,1,1,1,1,2]; C , L:=BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 07:37:30 on modular [Seed = 2258019362] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 08:10:06 2004 Input: S:=[GF(7)|1,2,1,2]; C , L:=BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 08:10:06 on modular [Seed = 1952734859] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 08:10:21 2004 Input: S:=[GF(7)|1,2,1,2]; C , L:=BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 08:10:21 on modular [Seed = 2070630839] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:10:22 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x+6)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:10:21 on modular [Seed = 2138002867] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.120 seconds, Total memory usage: 14.62MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Wed Sep 22 08:10:27 2004 Input: S:=[GF(7)|1,2,1,2]; C, L:=BerlekampMassey(S); Output: Magma V2.11-6 Wed Sep 22 2004 08:10:27 on modular [Seed = 1163227031] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:10:35 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+2*x+1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:10:34 on modular [Seed = 1213751955] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.000 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:10:46 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+2*x+6)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:10:45 on modular [Seed = 1331652075] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 0.940 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:11:05 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3*x+5)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:11:03 on modular [Seed = 1464303073] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.139 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:11:14 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+4*x+1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:11:13 on modular [Seed = 1514827994] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 0.960 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:11:27 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+6*x+5)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:11:26 on modular [Seed = 556862382] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.129 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:11:38 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x^2+1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:11:37 on modular [Seed = 607391420] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 0.950 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:11:51 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x^2+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:11:50 on modular [Seed = 725288524] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.070 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:12:23 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x^2+x+2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:12:22 on modular [Seed = 775816041] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/66 + Z/1188 Defined on 3 generators Relations: 3*$.1 = 0 66*$.2 = 0 1188*$.3 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/66 + Z/1188 Defined on 3 generators Relations: 3*$.1 = 0 66*$.2 = 0 1188*$.3 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/66 + Z/1188 Defined on 3 generators Relations: 3*$.1 = 0 66*$.2 = 0 1188*$.3 = 0 given by a rule Total time: 1.000 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:13:10 2004 Input: // R := PolynomialRing(GF(7)); // Factorization(x^3+x+1) Factorization(1188) Output: Magma V2.11-6 Wed Sep 22 2004 08:13:10 on modular [Seed = 891623426] ------------------------------------- [ <2, 2>, <3, 3>, <11, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:16:54 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+x^2+3*x+1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:16:53 on modular [Seed = 318979911] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 0.960 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:17:37 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + x^2 + 3*x + 5; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:17:36 on modular [Seed = 4026516462] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.010 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:17:59 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + x^2 + 4*x + 6; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:17:58 on modular [Seed = 3285446612] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.090 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:18:32 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + 3*x^2 + 4; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:18:31 on modular [Seed = 3047528771] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.030 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:18:44 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + 3*x^2 + 6; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:18:43 on modular [Seed = 3098055802] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.090 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:19:04 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + 4*x^2 + 6*x + 1; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:19:03 on modular [Seed = 3215954793] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.000 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:19:24 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2)*(x^6+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); f := x^3 + 6*x^2 + 6*x + 4; L := Factorization(f*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:19:23 on modular [Seed = 2190650920] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 Mapping from: Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 + Z/3 + Z/132 + Z/396 Defined on 4 generators Relations: 3*$.1 = 0 3*$.2 = 0 132*$.3 = 0 396*$.4 = 0 given by a rule Total time: 1.010 seconds, Total memory usage: 14.62MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:42:55 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+1); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:42:55 on modular [Seed = 2036943702] ------------------------------------- Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 given by a rule Total time: 0.490 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:44:01 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+4); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:44:00 on modular [Seed = 1079014064] ------------------------------------- Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/12 + Z Defined on 2 generators Relations: 12*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:44:10 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:44:10 on modular [Seed = 1180071100] ------------------------------------- Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 given by a rule Total time: 0.470 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:45:07 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:45:06 on modular [Seed = 1281130238] ------------------------------------- Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 08:56:13 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization(D*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 08:56:12 on modular [Seed = 624235049] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 given by a rule Total time: 0.490 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:07:56 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:07:55 on modular [Seed = 118964044] ------------------------------------- Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 given by a rule Total time: 0.480 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:08:33 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-1)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:08:33 on modular [Seed = 285288736] ------------------------------------- Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 given by a rule Total time: 0.480 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:08:49 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:08:48 on modular [Seed = 369503766] ------------------------------------- Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 given by a rule Total time: 0.490 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:32:15 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:32:15 on modular [Seed = 4277059905] ------------------------------------- Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/20 Defined on 1 generator Relations: 20*$.1 = 0 given by a rule Total time: 0.480 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:32:26 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-4)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:32:25 on modular [Seed = 3285449802] ------------------------------------- Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:32:34 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-5)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:32:33 on modular [Seed = 3369662297] ------------------------------------- Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 given by a rule Total time: 0.470 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:32:40 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-6)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:32:40 on modular [Seed = 3453874773] ------------------------------------- Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 Defined on 1 generator Relations: 10*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:34:41 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^2-3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:34:41 on modular [Seed = 3603359943] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/20 Defined on 2 generators Relations: 2*$.1 = 0 20*$.2 = 0 given by a rule Total time: 0.480 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:44:34 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:44:33 on modular [Seed = 2963304465] ------------------------------------- Abelian Group isomorphic to Z/30 Defined on 1 generator Relations: 30*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/30 Defined on 1 generator Relations: 30*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/30 Defined on 1 generator Relations: 30*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:46:33 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x+3)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:46:32 on modular [Seed = 3064362478] ------------------------------------- Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/24 Defined on 1 generator Relations: 24*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:48:59 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); print(L); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:48:59 on modular [Seed = 2173780522] ------------------------------------- [ , ] Total time: 0.420 seconds, Total memory usage: 13.38MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:49:24 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); print(L); I := L[1][1]; print(I); pl := Place(I); // SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:49:23 on modular [Seed = 2257995013] ------------------------------------- [ , ] Prime Ideal of O Generators: x + 5 alpha + 3 Total time: 0.420 seconds, Total memory usage: 13.38MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:49:39 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); print(L); I := L[2][1]; print(I); pl := Place(I); // SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:49:38 on modular [Seed = 2342209561] ------------------------------------- [ , ] Prime Ideal of O Generators: x + 5 alpha + 4 Total time: 0.400 seconds, Total memory usage: 13.38MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:50:40 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x-2)*O); I1 := L[1][1]; I2 := L[2][1]; pl1 := Place(I1); pl2 := Place(I2); SClassGroup({pl1, pl2}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:50:40 on modular [Seed = 2542228935] ------------------------------------- Abelian Group of order 1 Mapping from: Abelian Group of order 1 to Divisor group of F Mapping from: Divisor group of F to Abelian Group of order 1 given by a rule Total time: 0.470 seconds, Total memory usage: 13.78MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 09:51:31 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^3+3)*O); I1 := L[1][1]; I2 := L[2][1]; pl1 := Place(I1); pl2 := Place(I2); SClassGroup({pl1, pl2}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 09:51:30 on modular [Seed = 2626444958] ------------------------------------- Abelian Group isomorphic to Z/3 Defined on 1 generator Relations: 3*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/3 Defined on 1 generator Relations: 3*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/3 Defined on 1 generator Relations: 3*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.78MB '130.113' ************** MAGMA ***************** Host 130.113.128.11 (130.113.128.11) Time: Wed Sep 22 11:32:33 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 22 2004 11:32:32 on modular [Seed = 3738043565] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '130.113' ************** MAGMA ***************** Host 130.113.128.11 (130.113.128.11) Time: Wed Sep 22 11:32:35 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 22 2004 11:32:35 on modular [Seed = 2712763345] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Wed Sep 22 12:35:32 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+x+2); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); SClassGroup({pl}) // ClassGroup(F) Output: Magma V2.11-6 Wed Sep 22 2004 12:35:31 on modular [Seed = 1363261920] ------------------------------------- Abelian Group isomorphic to Z/2 + Z/24 Defined on 2 generators Relations: 2*$.1 = 0 24*$.2 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z/24 Defined on 2 generators Relations: 2*$.1 = 0 24*$.2 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/2 + Z/24 Defined on 2 generators Relations: 2*$.1 = 0 24*$.2 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.88MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:17:35 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -1241281736,-16833563535740])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:17:34 on modular [Seed = 169511633] ------------------------------------- [ <2, 10>, <5, 12>, <31, 9> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:18:38 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -1369116048,-19498827855440])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:18:38 on modular [Seed = 302158473] ------------------------------------- [ <2, 12>, <3, 7>, <13, 4>, <41, 3> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:19:17 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,1, -957149500,11398033676903])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:19:16 on modular [Seed = 420059736] ------------------------------------- [ <5, 1>, <23, 10>, <29, 2> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:20:08 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -1240752712,-16821521916944])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:20:08 on modular [Seed = 3891750106] ------------------------------------- [ <2, 20>, <3, 9>, <37, 2>, <43, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:20:46 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -937309179,11045170357450])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:20:46 on modular [Seed = 3807535609] ------------------------------------- [ <2, 11>, <3, 9>, <23, 8> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:21:31 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,1,1, -1063413411,13347099434289])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:21:31 on modular [Seed = 3942279460] ------------------------------------- [ <2, 4>, <3, 5>, <5, 4>, <7, 2>, <19, 7> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:22:09 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,0,0, -1572416986,23999231350691])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:22:09 on modular [Seed = 4058083909] ------------------------------------- [ <3, 6>, <5, 3>, <13, 8>, <29, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:22:48 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,0, -1392756666,-20006497323991])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:22:47 on modular [Seed = 4243357537] ------------------------------------- [ <2, 4>, <5, 6>, <7, 2>, <23, 9> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:23:29 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -21191782887,1187411621515645])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:23:29 on modular [Seed = 3319089025] ------------------------------------- [ <2, 10>, <3, 9>, <11, 2>, <19, 10> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:24:14 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,0, -2980105574,62618225395743])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:24:13 on modular [Seed = 3436990183] ------------------------------------- [ <5, 5>, <7, 1>, <11, 7>, <17, 3> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:24:48 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([1,-1,1, -4857952793,130326309109032])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:24:48 on modular [Seed = 3403303135] ------------------------------------- [ <3, 8>, <5, 3>, <11, 10>, <13, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:25:31 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -2813028897,-57426100576936])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:25:31 on modular [Seed = 3519107887] ------------------------------------- [ <2, 6>, <3, 20>, <5, 8>, <7, 8> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:26:11 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,-1,0, -8380101144,-295269028834576])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:26:10 on modular [Seed = 3704381051] ------------------------------------- [ <2, 18>, <7, 14>, <89, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:26:56 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,1, -5997199966,-178762230564745])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:26:56 on modular [Seed = 3687536974] ------------------------------------- [ <5, 1>, <13, 9>, <83, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:27:33 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,1,1, -15982528310,-777712916991370])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:27:33 on modular [Seed = 2746427091] ------------------------------------- [ <3, 1>, <13, 4>, <41, 9> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:28:10 2004 Input: Factorization(Numerator(Discriminant(EllipticCurve([0,0,0, -8579280567,305861222251199])))); Output: Magma V2.11-6 Wed Sep 22 2004 14:28:10 on modular [Seed = 2931698673] ------------------------------------- [ <2, 4>, <3, 19>, <5, 2>, <181, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '208.181' ************** MAGMA ***************** Host 208.181.90.67 (208.181.90.67) Time: Wed Sep 22 14:28:44 2004 Input: Factorization(65160); Output: Magma V2.11-6 Wed Sep 22 2004 14:28:44 on modular [Seed = 3047501964] ------------------------------------- [ <2, 3>, <3, 2>, <5, 1>, <181, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '198.24.' ************** MAGMA ***************** Host 198.24.6.134 (198.24.6.134) Time: Wed Sep 22 17:28:10 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Sep 22 2004 17:28:09 on modular [Seed = 2424323998] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:17:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:17:27 on modular [Seed = 2173862078] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.390 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:17:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:17:48 on modular [Seed = 2257946530] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,10000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.399 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:18:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:18:15 on modular [Seed = 2037020789] ------------------------------------- >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.860 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:18:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:18:31 on modular [Seed = 2104392833] ------------------------------------- >> F := S[1]; ^ User error: bad syntax >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.840 seconds, Total memory usage: 4.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:18:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:18:42 on modular [Seed = 1902276760] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.820 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:19:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:19:19 on modular [Seed = 1969648825] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.509 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:21:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-96020401,0]); f := P!Reverse([98,20,-14397,198490,2528324]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:21:34 on modular [Seed = 1752918061] ------------------------------------- Point [ 1, 2993, 3820, 1549 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5911, 2822, 3247 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 96020401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1056224411*x + 13172654731586 over Rational Field function(p) ... end function (156801535389307668570941990831761/14736631272630023345729822500 : -3169411950286153724496058998849040714061893858241/1788946388199622535982587145\ 127458339625000 : 1) 65.50886020610516879969 Total time: 16.030 seconds, Total memory usage: 17.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:23:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-82119844,0]); f := P!Reverse([3918,-1432,-21522,13736,46532]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:22:42 on modular [Seed = 1820290197] ------------------------------------- Point [ 1, 2000, 5369, 3262 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4745, 4805, 5508 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 82119844*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 903318284*x + 10418380368592 over Rational Field function(p) ... end function (73257301632340844338134331813921/8100582001897417038615353616 : -1260456130913137850194823269306459991170253413297/7290785716674936016389418688\ 46354130038336 : 1) 65.64904984592598680137 Total time: 17.910 seconds, Total memory usage: 15.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:23:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7601049,0]); f := P!Reverse([-171,-336,148050,2329152,9869997]); S := FourDescent(f); F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:23:20 on modular [Seed = 1718970037] ------------------------------------- Point [ 1, 4645, 968, 3738 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5804, 2052, 453 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 7601049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 83611539*x + 293385289302 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.960 seconds, Total memory usage: 23.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:24:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-7601049,0]); f := P!Reverse([-171,-336,148050,2329152,9869997]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:23:53 on modular [Seed = 1514756840] ------------------------------------- 2 Point [ 1, 585, 423, 4731 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 744, 5901, 5439 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 897, 4638, 5322 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 7601049*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 83611539*x + 293385289302 over Rational Field function(p) ... end function (74329923030690147839219409290761/850328861784690569687543449 : -637459695900272626941371074656794151915439727830/24795928773421060989127811794\ 838587888957 : 1) 65.86513965970738126998 Total time: 15.710 seconds, Total memory usage: 23.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:25:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-91642329,0]); f := P!Reverse([740,-536,-8289,-92763,349623]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:24:48 on modular [Seed = 1548705575] ------------------------------------- 2 Point [ 1, 1127, 1056, 4005 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1520, 1351, 1297 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 14887 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:26:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-91642329,0]); f := P!Reverse([229,-104,46545,234088,285562]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:25:54 on modular [Seed = 1346589545] ------------------------------------- 2 Point [ 1, 138, 723, 2239 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 791, 1634, 2900 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 14891 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:26:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-91642329,0]); f := P!Reverse([229,-104,46545,234088,285562]); S := FourDescent(f); #S; F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:26:30 on modular [Seed = 1413961545] ------------------------------------- 2 Errors: /bin/sh: line 1: 14895 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:28:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-91642329,0]); f := P!Reverse([740,-536,-8289,-92763,349623]); S := FourDescent(f); #S; F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:27:50 on modular [Seed = 1213942661] ------------------------------------- 2 Errors: /bin/sh: line 1: 14899 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:28:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-60295225,0]); f := P!Reverse([3677,-4628,7392,-356008,832292]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:28:18 on modular [Seed = 1281314789] ------------------------------------- Errors: /bin/sh: line 1: 14903 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:29:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17749369,0]); f := P!Reverse([2981,-2552,-49830,24024,187429]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:29:32 on modular [Seed = 1079198247] ------------------------------------- 2 Point [ 1, 3455, 5838, 1756 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 17749369*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 195243059*x + 1046893282358 over Rational Field function(p) ... end function (66434058622252752140477928007609/6985224463606742518210422001 : 130891638731932128120680298726180045275196057634/583808682335607266618706848424\ 281402866999 : 1) 66.16983420842190355415 Total time: 15.130 seconds, Total memory usage: 9.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:30:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:30:25 on modular [Seed = 992491793] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.259 seconds, Total memory usage: 19.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:31:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[2]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:30:56 on modular [Seed = 1059863860] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.320 seconds, Total memory usage: 19.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:31:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[3]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:31:23 on modular [Seed = 857747907] ------------------------------------- 4 Point [ 1, 4321, 5330, 2682 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.839 seconds, Total memory usage: 19.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:33:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[4]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:32:49 on modular [Seed = 925119917] ------------------------------------- 4 Point [ 1, 4321, 678, 2682 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.810 seconds, Total memory usage: 19.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:33:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,12000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:33:34 on modular [Seed = 725102174] ------------------------------------- 4 Errors: /bin/sh: line 1: 14928 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:34:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([535,107,-6741,8774,-2140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:34:08 on modular [Seed = 775760741] ------------------------------------- 4 Point [ 1, 6025, 277, 333 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 6025, 9730, 9674 ] was singular mod 10007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.850 seconds, Total memory usage: 19.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:35:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([223,196,816,-18248,168452]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:34:55 on modular [Seed = 556934149] ------------------------------------- 4 Point [ 1, 7235, 1877, 6272 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 14938 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:36:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([29,0,0,0,1328084]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:36:01 on modular [Seed = 624304383] ------------------------------------- FourDescent( f: 29*x^4 + 1328084 ) Minimise( F: [ [ 32 899 -5219246 ... ) MinimiseFDAtPrime( fd_in: [ [ -32803613287 -975581787953 -412972615 ..., prime: 29 ) MinimiseFDOnceAtPrime( fd_in: [ [ -1862235 -121726630 -32103 -44080] [ -..., prime: 29 ) BoxMinimiseK1( fd_in: [ [ -1862235 -121726630 -32103 -44080] [ -..., prime: 29 ) Extend3ToUnimodular( cc: [ ( 0 1 0 4), ( 1 0 0 0), ( 1 0 0 28) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,10000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.800 seconds, Total memory usage: 13.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:37:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([-2646,-5144,15276,23000,3972]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:37:15 on modular [Seed = 420093065] ------------------------------------- 4 Errors: /bin/sh: line 1: 14946 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:39:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4355569,0]); f := P!Reverse([17,-24,381,-90690,735874]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:38:46 on modular [Seed = 318773038] ------------------------------------- Errors: /bin/sh: line 1: 14952 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:39:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4355569,0]); f := P!Reverse([199,-364,-5445,5792,45126]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:39:22 on modular [Seed = 386142982] ------------------------------------- 2 Point [ 1, 4395, 791, 4738 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4952, 2591, 1262 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 4355569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 47911259*x + 127261015042 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.210 seconds, Total memory usage: 6.29MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:40:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4355569,0]); f := P!Reverse([199,-364,-5445,5792,45126]); S := FourDescent(f); #S; F := S[2]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:39:59 on modular [Seed = 169414398] ------------------------------------- 2 Errors: /bin/sh: line 1: 14961 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:40:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-4355569,0]); f := P!Reverse([199,-364,-5445,5792,45126]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:40:32 on modular [Seed = 236784325] ------------------------------------- 2 Point [ 1, 1432, 9475, 9337 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 4207, 2813, 4610 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 14965 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:41:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-69689104,0]); f := P!Reverse([17,-24,381,-90690,735874]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:41:13 on modular [Seed = 34670240] ------------------------------------- Errors: /bin/sh: line 1: 14969 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:42:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-86229796,0]); f := P!Reverse([8289,776,-80196,-87952,391012]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:41:57 on modular [Seed = 85328507] ------------------------------------- Errors: /bin/sh: line 1: 14974 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:42:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-86229796,0]); f := P!Reverse([13929,-18572,-83574,92860,199649]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:42:32 on modular [Seed = 4192927402] ------------------------------------- 2 Point [ 1, 233, 5813, 847 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2591, 1963, 1934 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 86229796*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 948527756*x + 11210218399184 over Rational Field function(p) ... end function (543653396998892771395227792746/32513153193892265689127089 : -29276352655677157485839331523326705183958344/185390995071379850183652684204005\ 758313 : 1) 66.35273351488972082279 Total time: 14.820 seconds, Total memory usage: 5.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:43:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18284176,0]); f := P!Reverse([3109,348,-10608,2264,13220]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:43:13 on modular [Seed = 4091606233] ------------------------------------- 2 Point [ 1, 3101, 1929, 924 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 14984 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:44:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18284176,0]); f := P!Reverse([1069,0,-6414,-17104,43829]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:43:48 on modular [Seed = 4158976248] ------------------------------------- 2 Point [ 1, 1424, 487, 1029 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2874, 4254, 3940 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2946, 4444, 2296 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 18284176*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12570371*x + 17102561126 over Rational Field function(p) ... end function (-73975153990139974920200842127/27541173285562142868881521 : 25647697356660597659544931073115508448307290/1445352096157604700778580259092615\ 70569 : 1) 66.43307922758570782661 Total time: 13.429 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:44:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-92563641,0]); f := P!Reverse([3109,348,-10608,2264,13220]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:44:21 on modular [Seed = 3958959109] ------------------------------------- 2 Point [ 1, 1113, 1117, 4016 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1825, 1515, 627 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 14992 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:45:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-92563641,0]); f := P!Reverse([1069,0,-6414,-17104,43829]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:44:56 on modular [Seed = 4009617709] ------------------------------------- 2 Point [ 1, 1424, 487, 1029 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2874, 4254, 3940 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2946, 4444, 2296 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 92563641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12570371*x + 17102561126 over Rational Field function(p) ... end function (-73975153990139974920200842127/27541173285562142868881521 : 25647697356660597659544931073115508448307290/1445352096157604700778580259092615\ 70569 : 1) 66.43307922758570782661 Total time: 13.289 seconds, Total memory usage: 5.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:45:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9078169,0]); f := P!Reverse([6,-7,15633,-229768,833528]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); P< Output: Magma V2.11-6 Wed Sep 22 2004 23:45:31 on modular [Seed = 3858162245] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 9078169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 99859859*x + 382935324758 over Rational Field function(p) ... end function (159600752618309951351039789531854/43045057875893956659762511761 : 2253141997567153755670957901214975263366152271066/89306885527618784910592111991\ 38317422321991 : 1) 66.49805062869140215298 >> P<; ^ User error: bad syntax Total time: 15.630 seconds, Total memory usage: 9.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:46:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30625156,0]); f := P!Reverse([1303,32,-15060,1204,50137]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:46:14 on modular [Seed = 3653951396] ------------------------------------- 2 Errors: /bin/sh: line 1: 15010 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:47:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30625156,0]); f := P!Reverse([149,-244,-2970,-103704,602752]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:46:46 on modular [Seed = 3721321344] ------------------------------------- 2 Point [ 1, 1238, 1326, 4583 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1784, 3704, 4312 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3637, 5780, 3612 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 15014 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:47:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30625156,0]); f := P!Reverse([149,-244,-2970,-103704,602752]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:47:25 on modular [Seed = 3519207399] ------------------------------------- 2 Errors: /bin/sh: line 1: 15018 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:48:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-20548089,0]); f := P!Reverse([2700,1974,-11781,-5208,15693]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:47:54 on modular [Seed = 3586577348] ------------------------------------- 2 Point [ 1, 875, 57, 504 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 20548089*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 226028979*x + 1304022824118 over Rational Field function(p) ... end function (-34427367189445003285459107944774/8246710286439847517466621025 : -1104427659227640474317344206877514317805892346276/7488953027137126100768722284\ 05071988548625 : 1) 66.67236952828176299590 Total time: 17.629 seconds, Total memory usage: 10.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:49:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88943761,0]); f := P!Reverse([74,-48,-753,390066,3241450]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:48:47 on modular [Seed = 3386560301] ------------------------------------- Errors: /bin/sh: line 1: 15026 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:49:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-88943761,0]); f := P!Reverse([790,1432,-24741,-26432,233067]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:49:17 on modular [Seed = 3453930251] ------------------------------------- Errors: /bin/sh: line 1: 15030 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:50:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([479,727,3801,-9242,12364]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:50:04 on modular [Seed = 3235104343] ------------------------------------- 4 Point [ 1, 5932, 3441, 5745 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.140 seconds, Total memory usage: 13.59MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:50:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([-3561,4748,56976,66472,14244]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:50:38 on modular [Seed = 3302477233] ------------------------------------- 4 Point [ 1, 3599, 750, 3634 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4164, 4962, 3053 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5330, 907, 5707 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.970 seconds, Total memory usage: 10.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:51:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([-3561,4748,56976,66472,14244]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:51:06 on modular [Seed = 3182343404] ------------------------------------- 4 Point [ 1, 107, 669, 4887 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 15046 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:51:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([-3561,4748,56976,66472,14244]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:51:38 on modular [Seed = 2980231296] ------------------------------------- 4 Point [ 1, 3126, 1920, 137 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4911, 2847, 6283 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 5955, 8265, 6261 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7284, 6535, 2483 ] was singular mod 9001 and ignored at the #3 lift Errors: /bin/sh: line 1: 15050 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:52:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([-3561,4748,56976,66472,14244]); S := FourDescent(f); #S; F := S[3]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:52:12 on modular [Seed = 3047603362] ------------------------------------- 4 Point [ 1, 1717, 2466, 4892 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 3046, 736, 4370 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7910, 2501, 7835 ] was singular mod 9001 and ignored at the #1 lift Errors: /bin/sh: line 1: 15054 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:53:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([-31,32,1327896,148861808,4697113684]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:52:51 on modular [Seed = 2847580225] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.780 seconds, Total memory usage: 22.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:53:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-35224225,0]); f := P!Reverse([10,0,0,0,14089690]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:53:30 on modular [Seed = 2746264162] ------------------------------------- 4 Point [ 1, 641, 3801, 1785 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3129, 3522, 2490 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4006, 3595, 4300 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5337, 2511, 1510 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 35224225*x over Rational Field function(p) ... end function (-4159309607407066794803367195625875213822359930745265572994401/322209658586093\ 1763005240063462140324669692050821790204025 : 3806680488831004888640755313444261117249554421811264877177655461594347793314465\ 0105452459868/18289752648390712731001474304099958818650915217901893993730630214\ 0535812169844035730125 : 1) 133.77257386002608541275 Total time: 17.920 seconds, Total memory usage: 10.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:54:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30019441,0]); f := P!Reverse([746,136,-12021,-16200,93781]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:54:15 on modular [Seed = 2780212281] ------------------------------------- 2 Point [ 1, 18, 3799, 861 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1071, 3256, 4385 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 15070 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:55:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30019441,0]); f := P!Reverse([1654,2088,-13461,-5840,38939]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:54:48 on modular [Seed = 2559283435] ------------------------------------- 2 Point [ 1, 2553, 723, 693 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 15075 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:55:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([2445,1793,-14670,-1793,2445]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:55:20 on modular [Seed = 2626655439] ------------------------------------- 4 Point [ 1, 144, 2780, 308 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2136, 3517, 3750 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2810, 3887, 3351 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4130, 1139, 5231 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4750, 5441, 5951 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5882, 2718, 1278 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.750 seconds, Total memory usage: 9.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:56:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([2445,1793,-14670,-1793,2445]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:55:52 on modular [Seed = 2424543395] ------------------------------------- 4 Point [ 1, 77, 6302, 3988 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1540, 869, 6907 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 1936, 164, 7015 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2470, 1829, 1436 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.399 seconds, Total memory usage: 9.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:56:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([2445,1793,-14670,-1793,2445]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:56:32 on modular [Seed = 2491915423] ------------------------------------- 4 Point [ 1, 2811, 6126, 2569 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 7154, 6977, 734 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 15087 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:57:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([407,492,12096,-164664,891908]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:57:04 on modular [Seed = 2291892323] ------------------------------------- Errors: /bin/sh: line 1: 15091 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:57:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([61,0,0,0,6482836]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Wed Sep 22 2004 23:57:33 on modular [Seed = 2359264346] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 98863249*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.710 seconds, Total memory usage: 8.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:58:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([61,0,0,0,6482836]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:57:59 on modular [Seed = 2157152316] ------------------------------------- 4 Point [ 1, 4536, 3642, 2369 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 5259, 8782, 6131 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 7065, 4920, 7535 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 15099 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:58:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([-5807,-740,60876,25552,-14104]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:58:38 on modular [Seed = 2224524305] ------------------------------------- 4 Point [ 1, 399, 2729, 6079 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 1608, 5713, 231 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 15103 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Wed Sep 22 23:59:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3031081,0]); f := P!Reverse([1861,496,-11070,23712,67757]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Sep 22 2004 23:59:23 on modular [Seed = 2037019160] ------------------------------------- Errors: /bin/sh: line 1: 15107 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:00:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3031081,0]); f := P!Reverse([1741,0,-10446,-27856,71381]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:00:04 on modular [Seed = 1918990668] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 3031081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33341891*x + 73879568294 over Rational Field function(p) ... end function (498655729694406253456298736649/158162502884713461222281209 : -19744240179975894363004274786517052670714786/198909393627855060721453373653791\ 5601677 : 1) 67.110193469208738292763 Total time: 18.679 seconds, Total memory usage: 5.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:01:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-48497296,0]); f := P!Reverse([1861,496,-11070,23712,67757]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:00:45 on modular [Seed = 1986362721] ------------------------------------- Errors: /bin/sh: line 1: 15116 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:01:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-48497296,0]); f := P!Reverse([1741,0,-10446,-27856,71381]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:01:19 on modular [Seed = 1786339743] ------------------------------------- 2 Point [ 1, 1456, 704, 5895 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1483, 4657, 3541 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2209, 5224, 4622 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4245, 2031, 72 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4544, 1896, 1808 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5160, 4717, 1353 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 48497296*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33341891*x + 73879568294 over Rational Field function(p) ... end function (498655729694406253456298736649/158162502884713461222281209 : -19744240179975894363004274786517052670714786/198909393627855060721453373653791\ 5601677 : 1) 67.110193469208738292763 Total time: 13.960 seconds, Total memory usage: 5.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:02:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-85803169,0]); f := P!Reverse([-31,-16,2588856,407809040,18058149652]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:01:59 on modular [Seed = 1853711779] ------------------------------------- 4 Point [ 1, 1610, 4086, 3322 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.449 seconds, Total memory usage: 19.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:02:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-85803169,0]); f := P!Reverse([314,0,0,0,1093034]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:02:34 on modular [Seed = 1718971846] ------------------------------------- 4 Point [ 1, 4110, 597, 2868 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5395, 954, 4951 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5952, 773, 0 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.269 seconds, Total memory usage: 8.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:03:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-85803169,0]); f := P!Reverse([314,0,0,0,1093034]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:03:07 on modular [Seed = 1514754523] ------------------------------------- 4 Point [ 1, 433, 3947, 5114 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 85803169*x over Rational Field function(p) ... end function (-3010877694330957044216640806290244110472651996031407550625/212256102157506088\ 052851922620403162929922851308826080889 : 1078842127013239108893136691492182087890198276498753393680452646565129984009933\ 65611859700/3092361637497555084596047966966680364512045759663811269699031719866\ 346706529688715213 : 1) 134.40776017696813937618 Total time: 18.600 seconds, Total memory usage: 8.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:04:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-5669161,0]); f := P!Reverse([2245,-528,-13374,43168,101933]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:03:53 on modular [Seed = 1582126093] ------------------------------------- Errors: /bin/sh: line 1: 15140 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:04:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-5669161,0]); f := P!Reverse([2381,0,-14286,-38096,97621]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:04:28 on modular [Seed = 1380014180] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 5669161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 62360771*x + 188975812774 over Rational Field function(p) ... end function (-207758883735084409268825372007/22832935638070014639923689 : -6032953338307042267860092326301035165244110/1091044912885713245428537121952933\ 06613 : 1) 67.21936443734541910544 Total time: 14.140 seconds, Total memory usage: 5.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:05:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-90706576,0]); f := P!Reverse([2245,-528,-13374,43168,101933]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:04:56 on modular [Seed = 1464098117] ------------------------------------- Errors: /bin/sh: line 1: 15149 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:05:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-90706576,0]); f := P!Reverse([2381,0,-14286,-38096,97621]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:05:24 on modular [Seed = 1264075189] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 90706576*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 62360771*x + 188975812774 over Rational Field function(p) ... end function (-207758883735084409268825372007/22832935638070014639923689 : -6032953338307042267860092326301035165244110/1091044912885713245428537121952933\ 06613 : 1) 67.21936443734541910544 Total time: 14.080 seconds, Total memory usage: 5.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:06:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-38303721,0]); f := P!Reverse([462,276,-16335,-11352,178173]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:05:54 on modular [Seed = 1331447191] ------------------------------------- 2 Point [ 1, 1953, 2708, 3317 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 15157 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:06:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-38303721,0]); f := P!Reverse([4759,2745,-16380,-4887,16731]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:06:28 on modular [Seed = 1129335293] ------------------------------------- 2 Point [ 1, 2214, 1010, 4134 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 38303721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 421340931*x + 3318864209766 over Rational Field function(p) ... end function (-633133179825881608523523794768790/29042915413285752242201856961 : 7247150912854370408068791131798860544287167721956/49494884480624211417142393102\ 53210833115041 : 1) 67.24919675052625223088 Total time: 16.660 seconds, Total memory usage: 5.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:07:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-57138481,0]); f := P!Reverse([55,8,-15255,-114442,2500164]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:07:08 on modular [Seed = 1196707281] ------------------------------------- 2 Errors: /bin/sh: line 1: 15165 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:08:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-57138481,0]); f := P!Reverse([161,-212,-20037,26464,759450]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:07:41 on modular [Seed = 992491084] ------------------------------------- Errors: /bin/sh: line 1: 15169 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:08:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-71995225,0]); f := P!Reverse([221,88,-23622,-1266040,13997453]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:08:08 on modular [Seed = 1026437231] ------------------------------------- 2 Point [ 1, 573, 1502, 5972 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 15175 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:08:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-71995225,0]); f := P!Reverse([22061,-6788,-81456,40728,115396]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:08:40 on modular [Seed = 824327171] ------------------------------------- 2 Point [ 1, 1456, 3043, 5456 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1895, 902, 829 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3370, 4840, 1956 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 71995225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 791947475*x + 8552312777750 over Rational Field function(p) ... end function (-1237918005925112454515272153055/49418290745910886818595201 : -1236665298502230401930564286081576067370357650/3474014127788024286929082506547\ 88532801 : 1) 67.54223186788796340351 Total time: 14.929 seconds, Total memory usage: 14.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:09:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([317,0,0,0,153428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:09:10 on modular [Seed = 891697193] ------------------------------------- 4 Point [ 1, 303, 360, 1989 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1265, 966, 3137 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4596, 4940, 590 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5334, 1728, 4650 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.439 seconds, Total memory usage: 6.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:10:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([317,0,0,0,153428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:09:39 on modular [Seed = 691676368] ------------------------------------- 4 Errors: /bin/sh: line 1: 15187 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:10:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([317,0,0,0,153428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:10:07 on modular [Seed = 573648839] ------------------------------------- 4 Point [ 1, 1661, 3680, 3054 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3449, 3960, 4365 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4913, 5132, 3482 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7637, 7613, 7329 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.629 seconds, Total memory usage: 6.61MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:11:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([273,-512,-27306,125024,-108063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:10:44 on modular [Seed = 641018776] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.600 seconds, Total memory usage: 13.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:11:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([273,-512,-27306,125024,-108063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:11:11 on modular [Seed = 436803519] ------------------------------------- 4 Errors: /bin/sh: line 1: 15200 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:12:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([-7,-9,5379,22686,-82516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:11:45 on modular [Seed = 504173157] ------------------------------------- 4 Point [ 1, 1827, 6761, 552 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1827, 1248, 7457 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2359, 3801, 1892 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2359, 4208, 6117 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.379 seconds, Total memory usage: 8.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:12:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([-7,-9,5379,22686,-82516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:12:24 on modular [Seed = 302063168] ------------------------------------- 4 Point [ 1, 7496, 4740, 1017 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7496, 4261, 7984 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.730 seconds, Total memory usage: 8.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:13:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([-7,-9,5379,22686,-82516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:13:02 on modular [Seed = 369433122] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.800 seconds, Total memory usage: 8.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:14:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([1807,544,8502,-21248,21983]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:13:39 on modular [Seed = 169412099] ------------------------------------- Errors: /bin/sh: line 1: 15216 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:14:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([1807,544,8502,-21248,21983]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:14:10 on modular [Seed = 236782310] ------------------------------------- Errors: /bin/sh: line 1: 15220 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:15:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([1807,544,8502,-21248,21983]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 00:14:41 on modular [Seed = 51384267] ------------------------------------- Errors: /bin/sh: line 1: 15225 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.107 (66.63.133.107) Time: Thu Sep 23 00:15:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9369721,0]); f := P!Reverse([1885,3552,-4398,-103984,168869]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 00:15:10 on modular [Seed = 118754227] ------------------------------------- FourDescent( f: 1885*x^4 + 3552*x^3 - 4398*x^2 - 103984*x + 168869 ) ReduceFD( fd: [ [-41617750135290013888369064449317792069583530954379765719... ) StollReduce( desc: [ [243062764338950785921771106850275170385223816905625221138... ) Covariant( mat1: [24306276433895078592177110685027517038522381690562522113803..., mat2: [50031863926273400701283480423456954482152989951564970704139... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 9369721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 103066931*x + 401530023734 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.010 seconds, Total memory usage: 10.26MB '128.250' ************** MAGMA ***************** Host 128.250.6.244 (128.250.6.244) Time: Thu Sep 23 02:35:51 2004 Input: o:=895345667699102774401586145216665244372227956180030408652275210172990575775371852357246810190225812091543697403297233568718790859558624218928807565245152029112371308407805340970689509185898662074880855074503956909360142366409664141753404 7684374716819073679317475038905629385884563472619584; Factorization(o); Output: Magma V2.11-6 Thu Sep 23 2004 02:35:51 on modular [Seed = 2359272241] ------------------------------------- >> 7684374716819073679317475038905629385884563472619584; ^ User error: bad syntax >> Factorization(o);; ^ User error: Identifier 'o' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '128.250' ************** MAGMA ***************** Host 128.250.6.244 (128.250.6.244) Time: Thu Sep 23 02:36:45 2004 Input: o:=8953456676991027744015861452166652443722279561800304086522752101729905757753718523572468101902258120915436974032972335687187908595586242189288075652451520291123713084078053409706895091858986620748808550745039569093601423664096641417534047684374716819073679317475038905629385884563472619584; Factorization(o); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 02:36:24 on modular [Seed = 2173873683] ------------------------------------- Errors: /bin/sh: line 1: 15355 Killed nice -n 19 /usr/local/bin/magma '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:13:46 2004 Input: S:= [GF(7)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); Output: Magma V2.11-6 Thu Sep 23 2004 04:13:46 on modular [Seed = 1230671246] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:14:57 2004 Input: S:= [GF(7)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; Output: Magma V2.11-6 Thu Sep 23 2004 04:14:57 on modular [Seed = 1180008762] ------------------------------------- 6*D^5 + 1 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:15:37 2004 Input: S:= [GF(7)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:15:37 on modular [Seed = 1026488937] ------------------------------------- 6*D^5 + 1 5 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:16:17 2004 Input: S:= [GF(11)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:16:17 on modular [Seed = 942407444] ------------------------------------- 10*D^5 + 1 5 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:16:25 2004 Input: S:= [GF(13)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:16:25 on modular [Seed = 925167635] ------------------------------------- 12*D^5 + 1 5 Total time: 0.190 seconds, Total memory usage: 3.56MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:16:34 2004 Input: S:= [GF(17)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:16:34 on modular [Seed = 841086253] ------------------------------------- 16*D^5 + 1 5 Total time: 0.200 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:16:43 2004 Input: S:= [GF(8)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:16:42 on modular [Seed = 691727934] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:16:59 2004 Input: S:= [GF(9)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:16:59 on modular [Seed = 607642402] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.56MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:17:10 2004 Input: S:= [GF(23)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:17:10 on modular [Seed = 487512806] ------------------------------------- 22*D^5 + 1 5 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:17:19 2004 Input: S:= [GF(29)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:17:18 on modular [Seed = 403431403] ------------------------------------- 28*D^5 + 1 5 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:17:28 2004 Input: S:= [GF(31)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:17:28 on modular [Seed = 386191602] ------------------------------------- 30*D^5 + 1 5 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:18:33 2004 Input: S:= [GF(31)| 1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:18:32 on modular [Seed = 302110135] ------------------------------------- 30*D^4 + 30*D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:18:42 2004 Input: S:= [GF(3)| 1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:18:42 on modular [Seed = 152751766] ------------------------------------- 2*D^4 + 2*D + 1 4 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:18:59 2004 Input: S:= [GF(3)| 1,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:18:59 on modular [Seed = 68666250] ------------------------------------- 2*D + 1 1 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:19:13 2004 Input: S:= [GF(3)| 1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:19:13 on modular [Seed = 51430783] ------------------------------------- 2*D^4 + 2*D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:19:43 2004 Input: S:= [GF(3)| 1,1,1,1,2,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:19:43 on modular [Seed = 4276959388] ------------------------------------- 2*D^4 + D^2 + D + 1 4 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:20:03 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:20:03 on modular [Seed = 4158927289] ------------------------------------- 2*D^4 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:20:12 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:20:12 on modular [Seed = 4074845363] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.180 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:21:42 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:21:42 on modular [Seed = 3925487362] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:21:49 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:21:48 on modular [Seed = 3841401349] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:22:53 2004 Input: S:= [GF(3)| 1,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:22:53 on modular [Seed = 3807454274] ------------------------------------- 2*D + 1 1 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:23:24 2004 Input: S:= [GF(3)| 1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:23:23 on modular [Seed = 3687325021] ------------------------------------- 2*D^4 + 2*D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:24:15 2004 Input: S:= [GF(3)| 1,1,1,1,2,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:24:15 on modular [Seed = 3519158403] ------------------------------------- 2*D^4 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:24:43 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:24:43 on modular [Seed = 3437168122] ------------------------------------- 2*D^4 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:25:14 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:25:14 on modular [Seed = 3403219933] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:26:00 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1,1]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:25:59 on modular [Seed = 3251767339] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 04:26:38 2004 Input: S:= [GF(3)| 1,1,1,1,2,1,1,1,1,2]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 04:26:38 on modular [Seed = 3114954874] ------------------------------------- D^4 + D^3 + D^2 + D + 1 4 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 08:51:59 2004 Input: S:= [GF(11)| 1,2,3,4,5,6,7,9,8,10]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 08:51:59 on modular [Seed = 3182311980] ------------------------------------- 9*D^6 + D^5 + 4*D^4 + 8*D^3 + 6*D^2 + 3*D + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 08:52:17 2004 Input: S:= [GF(11)| 1,2,3,4,5,6,7]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 08:52:16 on modular [Seed = 3064279240] ------------------------------------- D^2 + 9*D + 1 2 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 08:52:27 2004 Input: S:= [GF(11)| 1,2,3,4,5,6,7,9,8]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 08:52:27 on modular [Seed = 3013621190] ------------------------------------- 9*D^6 + D^5 + 5*D^3 + 2*D^2 + 3*D + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '212.98.' ************** MAGMA ***************** Host 212.98.201.1 (212.98.201.1) Time: Thu Sep 23 08:52:37 2004 Input: S:= [GF(11)| 1,2,3,4,5,6,7,9,8,10]; C, L := BerlekampMassey(S); C; L; Output: Magma V2.11-6 Thu Sep 23 2004 08:52:37 on modular [Seed = 2898209479] ------------------------------------- 9*D^6 + D^5 + 4*D^4 + 8*D^3 + 6*D^2 + 3*D + 1 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '132.229' ************** MAGMA ***************** Host 132.229.228.228 (132.229.228.228) Time: Thu Sep 23 10:25:42 2004 Input: P:=PolynomialRing(Rationals()); N:=NumberField(4*x^3-156*x^2+57*x-4); E:=EllipticCurve([0,4*u-156,0,4*(4*u^2-156*u+57),0]); twoE := MultiplicationByMMap(E, 2); muE := CasselsMap(twoE); SE, toSE := SelmerGroup(twoE); rkEQ := RankBound(E); PseudoMordellWeilGroup(E); Output: Magma V2.11-6 Thu Sep 23 2004 10:25:29 on modular [Seed = 1786378163] ------------------------------------- false Abelian Group isomorphic to Z/2 Defined on 1 generator Relations: 2*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/2 Defined on 1 generator Relations: 2*$.1 = 0 to CrvEll: E given by a rule [no inverse] Total time: 12.720 seconds, Total memory usage: 8.30MB '132.229' ************** MAGMA ***************** Host 132.229.228.228 (132.229.228.228) Time: Thu Sep 23 10:26:23 2004 Input: P:=PolynomialRing(Rationals()); N:=NumberField(4*x^3-156*x^2+57*x-4); E:=EllipticCurve([0,4*u-156,0,4*(4*u^2-156*u+57),0]); twoE := MultiplicationByMMap(E, 2); muE := CasselsMap(twoE); SE, toSE := SelmerGroup(twoE); RankBound(E); PseudoMordellWeilGroup(E); Output: Magma V2.11-6 Thu Sep 23 2004 10:26:09 on modular [Seed = 1870459758] ------------------------------------- 2 false Abelian Group isomorphic to Z/2 Defined on 1 generator Relations: 2*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/2 Defined on 1 generator Relations: 2*$.1 = 0 to CrvEll: E given by a rule [no inverse] Total time: 13.339 seconds, Total memory usage: 8.54MB '132.229' ************** MAGMA ***************** Host 132.229.228.228 (132.229.228.228) Time: Thu Sep 23 10:28:29 2004 Input: P:=PolynomialRing(Rationals()); N:=NumberField(4*x^3-156*x^2+57*x-4); E:=EllipticCurve([0,4*(-4*u^2+157*u-39),0,4*(4*u^2-92*u+25),0]); twoE := MultiplicationByMMap(E, 2); muE := CasselsMap(twoE); SE, toSE := SelmerGroup(twoE); RankBound(E); PseudoMordellWeilGroup(E); Output: Magma V2.11-6 Thu Sep 23 2004 10:28:26 on modular [Seed = 2053760752] ------------------------------------- SelmerGroup( phi: Elliptic curve isogeny from: Elliptic Curve defined by y^2 =... ) TwoSelmWorkOdd( F: $.1^3 + (-16*u^2 + 628*u - 156)*$.1^2 + (16*u^2 - 368*u + 10... ) pSelmerGroup( A: Univariate Quotient Polynomial Algebra in theta over Number ..., p: 2, S: { Prime Ideal Two element generators: [2, 0, 0] [0, 0, 1], P... ) pSelmerGroup( p: 2, S: { Prime Ideal of O Two element generators: [3, 0, 0, 0, 0, 0... ) In file "/usr/local/magma/package/Ring/FldNum/order.m", line 128, column 22: >> C, mC := ClassGroup(O: Proof := "Current"); ^ Runtime error in 'ClassGroup': precision error -- increase precision (and bounds) 1 true Abelian Group isomorphic to Z/2 + Z Defined on 2 generators Relations: 2*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z Defined on 2 generators Relations: 2*$.1 = 0 to CrvEll: E given by a rule [no inverse] Total time: 3.319 seconds, Total memory usage: 7.83MB '132.229' ************** MAGMA ***************** Host 132.229.228.228 (132.229.228.228) Time: Thu Sep 23 10:29:01 2004 Input: P:=PolynomialRing(Rationals()); N:=NumberField(4*x^3-156*x^2+57*x-4); E:=EllipticCurve([0,4*(-4*u^2+157*u-39),0,4*(4*u^2-92*u+25),0]); RankBound(E); PseudoMordellWeilGroup(E); Output: Magma V2.11-6 Thu Sep 23 2004 10:28:59 on modular [Seed = 2342000416] ------------------------------------- 1 true Abelian Group isomorphic to Z/2 + Z Defined on 2 generators Relations: 2*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/2 + Z Defined on 2 generators Relations: 2*$.1 = 0 to CrvEll: E given by a rule [no inverse] Total time: 2.149 seconds, Total memory usage: 7.06MB '217.57.' ************** MAGMA ***************** Host 217.57.196.233 (217.57.196.233) Time: Thu Sep 23 11:27:27 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Thu Sep 23 2004 11:27:26 on modular [Seed = 3603266696] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '129.93.' ************** MAGMA ***************** Host 129.93.181.78 (129.93.181.78) Time: Thu Sep 23 16:54:54 2004 Input: 2 +3 Output: Magma V2.11-6 Thu Sep 23 2004 16:54:54 on modular [Seed = 624385084] ------------------------------------- 5 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:11:59 2004 Input: n:=228618946967762521; x:=90208952368431523; n1:=GCD(x-1, n); n1; n2:=GCD(x^2+x+1, n); n2; Factorization(n); Output: Magma V2.11-6 Thu Sep 23 2004 22:11:56 on modular [Seed = 470736702] ------------------------------------- 933376471 244937551 [ <244937551, 1>, <933376471, 1> ] Total time: 0.250 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:13:11 2004 Input: p:=1234621183; IsPrime(p); a:=3; b:=2; n:=p-1; x:=0; f:=[* 2, 3, 83, 383, 6473 *]; m:=[* *]; for i in f do printf “x mod %o”, i; as:=Modexp(a, Integers()!(n/i), p); bs:=Modexp(b, Integers()!(n/i), p); for j in [0..i-1] do if (Modexp(as, j, p) eq bs) then printf “ = %on”, j; // Gauss’ Algorithm one, n_inv, k:=XGCD(Integers()!(n/i), i); x+:=j*(Integers()!(n/i))*n_inv mod n; Append(~m, j); end if; end for; end for; printf “:. log3(2)=%on”, x; Output: Magma V2.11-6 Thu Sep 23 2004 22:13:11 on modular [Seed = 420207328] ------------------------------------- true >> printf ^Óx mod %o^Ô, i; ^ User error: Unknown character (ASCII value 147) >> as:=Modexp(a, Integers()!(n/i), p); ^ User error: Identifier 'i' has not been declared or assigned >> bs:=Modexp(b, Integers()!(n/i), p); ^ User error: Identifier 'i' has not been declared or assigned >> printf ^Ó = %on^Ô, j; ^ User error: Unknown character (ASCII value 147) >> one, n_inv, k:=XGCD(Integers()!(n/i), i); ^ User error: Identifier 'i' has not been declared or assigned >> x+:=j*(Integers()!(n/i))*n_inv mod n; ^ User error: Identifier 'j' has not been declared or assigned >> Append(~m, j); ^ User error: Identifier 'j' has not been declared or assigned >> end if; ^ User error: bad syntax >> end for; ^ User error: bad syntax >> end for; ^ User error: bad syntax >> printf ^Ó:. log3(2)=%on^Ô, x; ^ User error: Unknown character (ASCII value 147) Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:15:08 2004 Input: p:=1234621183; IsPrime(p); a:=3; b:=2; n:=p-1; x:=0; f:=[* 2, 3, 83, 383, 6473 *]; m:=[* *]; for i in f do printf "x mod %o", i; as:=Modexp(a, Integers()!(n/i), p); bs:=Modexp(b, Integers()!(n/i), p); for j in [0..i-1] do if (Modexp(as, j, p) eq bs) then printf " = %on", j; // Gauss’ Algorithm one, n_inv, k:=XGCD(Integers()!(n/i), i); x+:=j*(Integers()!(n/i))*n_inv mod n; Append(~m, j); end if; end for; end for; printf ":. log3(2)=%on", x; Output: Magma V2.11-6 Thu Sep 23 2004 22:15:08 on modular [Seed = 775744588] ------------------------------------- true x mod 2 = 0nx mod 3 = 0nx mod 83 = 56nx mod 383 = 215nx mod 6473 = 5635n:. log3(2)=1624256106n Total time: 0.210 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:16:58 2004 Input: Modexp(3, 1624256106, 1234621183); Output: Magma V2.11-6 Thu Sep 23 2004 22:16:58 on modular [Seed = 641000690] ------------------------------------- 2 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:19:01 2004 Input: g:=1; lp:=0; ltt:=0; n:=65536; p:=65537; as:=Modexp(a, Integers()!(n/2), p); for j in [0..15] do g:=g*Modexp(a, Integers()!(n/2), p); // find inverse of g one, g_inv, k:=XGCD(g, p); bs:=Modexp(b*g_inv, Integers()!(n/2^(j+1)), p); // “exhaustive search” of two things!  if (as eq bs) then ltt+:=2^j; lp:=1; else lp:=0; end if; end for; printf ":. log3(2)=%on", ltt; Output: Magma V2.11-6 Thu Sep 23 2004 22:19:01 on modular [Seed = 557048954] ------------------------------------- >> as:=Modexp(a, Integers()!(n/2), p); ^ User error: Identifier 'a' has not been declared or assigned >> g:=g*Modexp(a, Integers()!(n/2), p); ^ User error: Identifier 'a' has not been declared or assigned :. log3(2)=0n Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:19:55 2004 Input: a:=3; b:=2; g:=1; lp:=0; ltt:=0; n:=65536; p:=65537; as:=Modexp(a, Integers()!(n/2), p); for j in [0..15] do g:=g*Modexp(a, Integers()!(n/2), p); // find inverse of g one, g_inv, k:=XGCD(g, p); bs:=Modexp(b*g_inv, Integers()!(n/2^(j+1)), p); // “exhaustive search” of two things!  if (as eq bs) then ltt+:=2^j; lp:=1; else lp:=0; end if; end for; printf ":. log3(2)=%on", ltt; Output: Magma V2.11-6 Thu Sep 23 2004 22:19:54 on modular [Seed = 992607807] ------------------------------------- :. log3(2)=2048n Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:21:10 2004 Input: Modexp(3, 2048, 65537); Output: Magma V2.11-6 Thu Sep 23 2004 22:21:09 on modular [Seed = 857863912] ------------------------------------- 65529 Total time: 0.200 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:21:52 2004 Input: p:=1234621183; IsPrime(p); a:=3; b:=2; n:=p-1; x:=0; f:=[* 2, 3, 83, 383, 6473 *]; m:=[* *]; for i in f do printf “x mod %o”, i; as:=Modexp(a, Integers()!(n/i), p); bs:=Modexp(b, Integers()!(n/i), p); for j in [0..i-1] do if (Modexp(as, j, p) eq bs) then printf “ = %on”, j; // Gauss’ Algorithm one, n_inv, k:=XGCD(Integers()!(n/i), i); x+:=j*(Integers()!(n/i))*n_inv mod n; Append(~m, j); end if; end for; end for; printf “:. log3(2)=%on”, x; Modexp(3, 1624256106, 1234621183); g:=1; lp:=0; ltt:=0; n:=65536; p:=65537; as:=Modexp(a, Integers()!(n/2), p); for j in [0..15] do g:=g*Modexp(a, Integers()!(n/2), p); // find inverse of g one, g_inv, k:=XGCD(g, p); bs:=Modexp(b*g_inv, Integers()!(n/2^(j+1)), p); // “exhaustive search” of two things!  if (as eq bs) then ltt+:=2^j; lp:=1; else lp:=0; end if; end for; printf “:. log3(2)=%on”, ltt; Output: Magma V2.11-6 Thu Sep 23 2004 22:21:51 on modular [Seed = 3437103421] ------------------------------------- true >> printf ^Óx mod %o^Ô, i; ^ User error: Unknown character (ASCII value 147) >> as:=Modexp(a, Integers()!(n/i), p); ^ User error: Identifier 'i' has not been declared or assigned >> bs:=Modexp(b, Integers()!(n/i), p); ^ User error: Identifier 'i' has not been declared or assigned >> printf ^Ó = %on^Ô, j; ^ User error: Unknown character (ASCII value 147) >> one, n_inv, k:=XGCD(Integers()!(n/i), i); ^ User error: Identifier 'i' has not been declared or assigned >> x+:=j*(Integers()!(n/i))*n_inv mod n; ^ User error: Identifier 'j' has not been declared or assigned >> Append(~m, j); ^ User error: Identifier 'j' has not been declared or assigned >> end if; ^ User error: bad syntax >> end for; ^ User error: bad syntax >> end for; ^ User error: bad syntax >> printf ^Ó:. log3(2)=%on^Ô, x; ^ User error: Unknown character (ASCII value 147) 2 >> printf ^Ó:. log3(2)=%on^Ô, ltt; ^ User error: Unknown character (ASCII value 147) Total time: 0.180 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:22:28 2004 Input: p:=1234621183; IsPrime(p); a:=3; b:=2; n:=p-1; x:=0; f:=[* 2, 3, 83, 383, 6473 *]; m:=[* *]; for i in f do printf "x mod %o", i; as:=Modexp(a, Integers()!(n/i), p); bs:=Modexp(b, Integers()!(n/i), p); for j in [0..i-1] do if (Modexp(as, j, p) eq bs) then printf " = %on", j; // Gauss’ Algorithm one, n_inv, k:=XGCD(Integers()!(n/i), i); x+:=j*(Integers()!(n/i))*n_inv mod n; Append(~m, j); end if; end for; end for; printf ":. log3(2)=%on", x; Modexp(3, 1624256106, 1234621183); g:=1; lp:=0; ltt:=0; n:=65536; p:=65537; as:=Modexp(a, Integers()!(n/2), p); for j in [0..15] do g:=g*Modexp(a, Integers()!(n/2), p); // find inverse of g one, g_inv, k:=XGCD(g, p); bs:=Modexp(b*g_inv, Integers()!(n/2^(j+1)), p); // “exhaustive search” of two things!  if (as eq bs) then ltt+:=2^j; lp:=1; else lp:=0; end if; end for; printf ":. log3(2)=%on", ltt; Output: Magma V2.11-6 Thu Sep 23 2004 22:22:28 on modular [Seed = 3386575971] ------------------------------------- true x mod 2 = 0nx mod 3 = 0nx mod 83 = 56nx mod 383 = 215nx mod 6473 = 5635n:. log3(2)=1624256106n2 :. log3(2)=2048n Total time: 0.220 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:24:25 2004 Input: p:=1234621183; IsPrime(p); a:=3; b:=2; n:=p-1; x:=0; f:=[* 2, 3, 83, 383, 6473 *]; m:=[* *]; for i in f do printf "x mod %o", i; as:=Modexp(a, Integers()!(n/i), p); bs:=Modexp(b, Integers()!(n/i), p); for j in [0..i-1] do if (Modexp(as, j, p) eq bs) then printf " = %on", j; // Gauss’ Algorithm one, n_inv, k:=XGCD(Integers()!(n/i), i); x+:=j*(Integers()!(n/i))*n_inv mod n; Append(~m, j); end if; end for; end for; printf ":. log3(2)=%on", x; Modexp(3, 1624256106, 1234621183); g:=1; lp:=0; ltt:=0; n:=65536; p:=65537; as:=Modexp(a, Integers()!(n/2), p); for j in [0..15] do g:=g*Modexp(a, Integers()!(lp*2^(j-1)), p); // find inverse of g one, g_inv, k:=XGCD(g, p); bs:=Modexp(b*g_inv, Integers()!(n/2^(j+1)), p); // “exhaustive search” of two things!  if (as eq bs) then ltt+:=2^j; lp:=1; else lp:=0; end if; end for; printf ":. log3(2)=%on", ltt; Output: Magma V2.11-6 Thu Sep 23 2004 22:24:24 on modular [Seed = 3754761160] ------------------------------------- true x mod 2 = 0nx mod 3 = 0nx mod 83 = 56nx mod 383 = 215nx mod 6473 = 5635n:. log3(2)=1624256106n2 :. log3(2)=55296n Total time: 0.220 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:24:43 2004 Input: Modexp(3, 55296, 65537); Output: Magma V2.11-6 Thu Sep 23 2004 22:24:43 on modular [Seed = 3653967356] ------------------------------------- 2 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:28:58 2004 Input: Modexp(3, 55296, 65537);Z13:=FiniteField(13); P:=PolynomialRing(Z13); Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; x:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Output: Magma V2.11-6 Thu Sep 23 2004 22:28:58 on modular [Seed = 3519223541] ------------------------------------- 2 >> Demonstrate that the order of +6 and +10 is 61: ^ User error: bad syntax x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 >> a:=Terms(z)[1]; ^ User error: Identifier 'z' has not been declared or assigned >> i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] >> printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers( ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:29:22 2004 Input: Modexp(3, 55296, 65537);Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; x:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Output: Magma V2.11-6 Thu Sep 23 2004 22:29:22 on modular [Seed = 3925552677] ------------------------------------- 2 x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 >> a:=Terms(z)[1]; ^ User error: Identifier 'z' has not been declared or assigned >> i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] >> printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers( ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:29:40 2004 Input: Modexp(3, 55296, 65537);Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Output: Magma V2.11-6 Thu Sep 23 2004 22:29:40 on modular [Seed = 3824231481] ------------------------------------- 2 x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:31:07 2004 Input: Modexp(3,5/2,10); Output: Magma V2.11-6 Thu Sep 23 2004 22:31:07 on modular [Seed = 4260313688] ------------------------------------- >> Modexp(3,5/2,10);; ^ Runtime error in 'Modexp': Bad argument types Argument types given: RngIntElt, FldRatElt, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:31:40 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Output: Magma V2.11-6 Thu Sep 23 2004 22:31:39 on modular [Seed = 4142149811] ------------------------------------- >> Demonstrate that the order of +6 and +10 is 61: ^ User error: bad syntax x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:31:57 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Output: Magma V2.11-6 Thu Sep 23 2004 22:31:57 on modular [Seed = 4091622816] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:34:10 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; Output: Magma V2.11-6 Thu Sep 23 2004 22:34:09 on modular [Seed = 2342079844] ------------------------------------- 29 13 0 23 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:34:34 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23 Output: Magma V2.11-6 Thu Sep 23 2004 22:34:34 on modular [Seed = 2241282929] ------------------------------------- 29 13 0 23 16/23 Total time: 0.180 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:36:46 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23 one, n_inv, k:=XGCD(23, 61); Output: Magma V2.11-6 Thu Sep 23 2004 22:36:45 on modular [Seed = 2643416302] ------------------------------------- 29 13 0 23 >> one, n_inv, k:=XGCD(23, 61);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:37:03 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23; one, n_inv, k:=XGCD(23, 61); Output: Magma V2.11-6 Thu Sep 23 2004 22:37:03 on modular [Seed = 2525257623] ------------------------------------- 29 13 0 23 16/23 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:37:12 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23; one, n_inv, k:=XGCD(23, 61); n_inv; Output: Magma V2.11-6 Thu Sep 23 2004 22:37:12 on modular [Seed = 2474728069] ------------------------------------- 29 13 0 23 16/23 8 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:37:23 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23; one, n_inv, k:=XGCD(23, 61); n_inv; 8*23 mod 61; Output: Magma V2.11-6 Thu Sep 23 2004 22:37:23 on modular [Seed = 2898158977] ------------------------------------- 29 13 0 23 16/23 8 1 Total time: 0.180 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:37:44 2004 Input: 365461299940 mod 61; 697060 mod 61; 504363576777 mod 61; 961993 mod 61; (29-13)/23; one, n_inv, k:=XGCD(23, 61); n_inv; n_inv*16 mod 61; Output: Magma V2.11-6 Thu Sep 23 2004 22:37:43 on modular [Seed = 2847629456] ------------------------------------- 29 13 0 23 16/23 8 6 Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:38:49 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:38:49 on modular [Seed = 3215816264] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:39:10 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:39:10 on modular [Seed = 3098177848] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:39:19 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:39:18 on modular [Seed = 3047652397] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:39:30 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:39:30 on modular [Seed = 1363384546] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n6*x^2 + 6 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:39:38 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:39:38 on modular [Seed = 1464180460] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:40:03 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:40:03 on modular [Seed = 1514705416] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:40:17 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); printf "n"; xx,yy; Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:40:17 on modular [Seed = 1095993601] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945nn7*x + 3 x^2 + 2 6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:41:12 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:41:12 on modular [Seed = 1230733648] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:41:48 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; Modexp(xx, 8, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:41:48 on modular [Seed = 1281262705] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 6*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:42:05 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; Modexp(xx, 51, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:42:04 on modular [Seed = 1935784798] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 3*x^2 + 3*x + 8 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:43:09 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; for i in [0..61] do i;Modexp(xx, i, x^3-x+1); end for; Output: Magma V2.11-6 Thu Sep 23 2004 22:43:09 on modular [Seed = 1986313882] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 0 1 1 7*x + 3 2 10*x^2 + 3*x + 9 3 12*x^2 + 12*x + 9 4 3*x^2 + x + 8 5 3*x^2 + 2*x + 3 6 10*x^2 + 9*x + 1 7 2*x^2 + 11 8 6*x^2 + 6 9 5*x^2 + 6*x + 2 10 5*x^2 + 2*x + 10 11 3*x^2 + 7*x + 8 12 6*x^2 + 7*x + 3 13 2*x^2 + 6*x + 6 14 9*x^2 + 9*x + 4 15 12*x^2 + x + 1 16 4*x^2 + 3*x + 10 17 7*x^2 + 3*x + 2 18 3*x^2 + 7*x + 9 19 6*x^2 + x + 6 20 12*x^2 + 9*x + 2 21 8*x^2 + 8*x 22 2*x^2 + 2*x + 9 23 7*x^2 + 5*x 24 4*x^2 + 12*x + 3 25 5*x^2 + 7*x + 7 26 12*x^2 + x + 12 27 4*x^2 + 2*x + 4 28 10*x + 10 29 5*x^2 + 9*x + 4 30 12*x + 3 31 6*x^2 + 5*x + 9 32 x^2 + 3*x + 11 33 11*x^2 + 2*x 34 8*x^2 + 5*x + 1 35 7*x^2 + 12 36 8*x^2 + 3*x 37 6*x^2 + 9 38 5*x^2 + x + 11 39 9*x^2 + 11*x + 11 40 4*x + 9 41 2*x^2 + 10*x + 1 42 11*x^2 + 12*x + 2 43 10*x + 7 44 5*x^2 + x + 8 45 9*x^2 + 3*x + 2 46 9*x^2 + 8*x + 8 47 5*x^2 48 2*x^2 + 9*x + 4 49 4*x^2 + 4*x + 11 50 x^2 + 5 51 3*x^2 + 3*x + 8 52 4*x^2 + 8*x + 3 53 3*x^2 + 8*x + 7 54 3*x 55 8*x^2 + 9*x 56 9*x^2 + 5*x + 9 57 10*x^2 + 11*x + 3 58 3*x^2 + 7*x + 4 59 6*x^2 + 5*x + 4 60 x^2 + 7*x + 9 61 7 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:44:37 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; for i in [0..61] do i;Modexp(xx, i, x^3-x+1); end for; x^2+2 mod x^3-x+1; Output: Magma V2.11-6 Thu Sep 23 2004 22:44:37 on modular [Seed = 1651550502] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 0 1 1 7*x + 3 2 10*x^2 + 3*x + 9 3 12*x^2 + 12*x + 9 4 3*x^2 + x + 8 5 3*x^2 + 2*x + 3 6 10*x^2 + 9*x + 1 7 2*x^2 + 11 8 6*x^2 + 6 9 5*x^2 + 6*x + 2 10 5*x^2 + 2*x + 10 11 3*x^2 + 7*x + 8 12 6*x^2 + 7*x + 3 13 2*x^2 + 6*x + 6 14 9*x^2 + 9*x + 4 15 12*x^2 + x + 1 16 4*x^2 + 3*x + 10 17 7*x^2 + 3*x + 2 18 3*x^2 + 7*x + 9 19 6*x^2 + x + 6 20 12*x^2 + 9*x + 2 21 8*x^2 + 8*x 22 2*x^2 + 2*x + 9 23 7*x^2 + 5*x 24 4*x^2 + 12*x + 3 25 5*x^2 + 7*x + 7 26 12*x^2 + x + 12 27 4*x^2 + 2*x + 4 28 10*x + 10 29 5*x^2 + 9*x + 4 30 12*x + 3 31 6*x^2 + 5*x + 9 32 x^2 + 3*x + 11 33 11*x^2 + 2*x 34 8*x^2 + 5*x + 1 35 7*x^2 + 12 36 8*x^2 + 3*x 37 6*x^2 + 9 38 5*x^2 + x + 11 39 9*x^2 + 11*x + 11 40 4*x + 9 41 2*x^2 + 10*x + 1 42 11*x^2 + 12*x + 2 43 10*x + 7 44 5*x^2 + x + 8 45 9*x^2 + 3*x + 2 46 9*x^2 + 8*x + 8 47 5*x^2 48 2*x^2 + 9*x + 4 49 4*x^2 + 4*x + 11 50 x^2 + 5 51 3*x^2 + 3*x + 8 52 4*x^2 + 8*x + 3 53 3*x^2 + 8*x + 7 54 3*x 55 8*x^2 + 9*x 56 9*x^2 + 5*x + 9 57 10*x^2 + 11*x + 3 58 3*x^2 + 7*x + 4 59 6*x^2 + 5*x + 4 60 x^2 + 7*x + 9 61 7 x^2 + 12*x + 3 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:45:11 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; for i in [0..61] do i;Modexp(xx, i, x^3-x+1); end for; (x^2+2) mod (x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:45:11 on modular [Seed = 1769710095] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 0 1 1 7*x + 3 2 10*x^2 + 3*x + 9 3 12*x^2 + 12*x + 9 4 3*x^2 + x + 8 5 3*x^2 + 2*x + 3 6 10*x^2 + 9*x + 1 7 2*x^2 + 11 8 6*x^2 + 6 9 5*x^2 + 6*x + 2 10 5*x^2 + 2*x + 10 11 3*x^2 + 7*x + 8 12 6*x^2 + 7*x + 3 13 2*x^2 + 6*x + 6 14 9*x^2 + 9*x + 4 15 12*x^2 + x + 1 16 4*x^2 + 3*x + 10 17 7*x^2 + 3*x + 2 18 3*x^2 + 7*x + 9 19 6*x^2 + x + 6 20 12*x^2 + 9*x + 2 21 8*x^2 + 8*x 22 2*x^2 + 2*x + 9 23 7*x^2 + 5*x 24 4*x^2 + 12*x + 3 25 5*x^2 + 7*x + 7 26 12*x^2 + x + 12 27 4*x^2 + 2*x + 4 28 10*x + 10 29 5*x^2 + 9*x + 4 30 12*x + 3 31 6*x^2 + 5*x + 9 32 x^2 + 3*x + 11 33 11*x^2 + 2*x 34 8*x^2 + 5*x + 1 35 7*x^2 + 12 36 8*x^2 + 3*x 37 6*x^2 + 9 38 5*x^2 + x + 11 39 9*x^2 + 11*x + 11 40 4*x + 9 41 2*x^2 + 10*x + 1 42 11*x^2 + 12*x + 2 43 10*x + 7 44 5*x^2 + x + 8 45 9*x^2 + 3*x + 2 46 9*x^2 + 8*x + 8 47 5*x^2 48 2*x^2 + 9*x + 4 49 4*x^2 + 4*x + 11 50 x^2 + 5 51 3*x^2 + 3*x + 8 52 4*x^2 + 8*x + 3 53 3*x^2 + 8*x + 7 54 3*x 55 8*x^2 + 9*x 56 9*x^2 + 5*x + 9 57 10*x^2 + 11*x + 3 58 3*x^2 + 7*x + 4 59 6*x^2 + 5*x + 4 60 x^2 + 7*x + 9 61 7 x^2 + 2 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:46:54 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; 51;Modexp(xx, 51, x^3-x+1); for i in [0..61] do i;Modexp(xx, i, x^3-x+1); end for; (x^2+2) mod (x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:46:54 on modular [Seed = 1820239779] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 51 3*x^2 + 3*x + 8 0 1 1 7*x + 3 2 10*x^2 + 3*x + 9 3 12*x^2 + 12*x + 9 4 3*x^2 + x + 8 5 3*x^2 + 2*x + 3 6 10*x^2 + 9*x + 1 7 2*x^2 + 11 8 6*x^2 + 6 9 5*x^2 + 6*x + 2 10 5*x^2 + 2*x + 10 11 3*x^2 + 7*x + 8 12 6*x^2 + 7*x + 3 13 2*x^2 + 6*x + 6 14 9*x^2 + 9*x + 4 15 12*x^2 + x + 1 16 4*x^2 + 3*x + 10 17 7*x^2 + 3*x + 2 18 3*x^2 + 7*x + 9 19 6*x^2 + x + 6 20 12*x^2 + 9*x + 2 21 8*x^2 + 8*x 22 2*x^2 + 2*x + 9 23 7*x^2 + 5*x 24 4*x^2 + 12*x + 3 25 5*x^2 + 7*x + 7 26 12*x^2 + x + 12 27 4*x^2 + 2*x + 4 28 10*x + 10 29 5*x^2 + 9*x + 4 30 12*x + 3 31 6*x^2 + 5*x + 9 32 x^2 + 3*x + 11 33 11*x^2 + 2*x 34 8*x^2 + 5*x + 1 35 7*x^2 + 12 36 8*x^2 + 3*x 37 6*x^2 + 9 38 5*x^2 + x + 11 39 9*x^2 + 11*x + 11 40 4*x + 9 41 2*x^2 + 10*x + 1 42 11*x^2 + 12*x + 2 43 10*x + 7 44 5*x^2 + x + 8 45 9*x^2 + 3*x + 2 46 9*x^2 + 8*x + 8 47 5*x^2 48 2*x^2 + 9*x + 4 49 4*x^2 + 4*x + 11 50 x^2 + 5 51 3*x^2 + 3*x + 8 52 4*x^2 + 8*x + 3 53 3*x^2 + 8*x + 7 54 3*x 55 8*x^2 + 9*x 56 9*x^2 + 5*x + 9 57 10*x^2 + 11*x + 3 58 3*x^2 + 7*x + 4 59 6*x^2 + 5*x + 4 60 x^2 + 7*x + 9 61 7 x^2 + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:48:15 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; 61;Modexp(xx, 51, x^3-x+1); for i in [0..61] do printf "%o: %on", i, Modexp(xx, i, x^3-x+1); end for; (x^2+2) mod (x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:48:14 on modular [Seed = 335994795] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 61 3*x^2 + 3*x + 8 0: 1n1: 7*x + 3n2: 10*x^2 + 3*x + 9n3: 12*x^2 + 12*x + 9n4: 3*x^2 + x + 8n5: 3*x^2 + 2*x + 3n6: 10*x^2 + 9*x + 1n7: 2*x^2 + 11n8: 6*x^2 + 6n9: 5*x^2 + 6*x + 2n10: 5*x^2 + 2*x + 10n11: 3*x^2 + 7*x + 8n12: 6*x^2 + 7*x + 3n13: 2*x^2 + 6*x + 6n14: 9*x^2 + 9*x + 4n15: 12*x^2 + x + 1n16: 4*x^2 + 3*x + 10n17: 7*x^2 + 3*x + 2n18: 3*x^2 + 7*x + 9n19: 6*x^2 + x + 6n20: 12*x^2 + 9*x + 2n21: 8*x^2 + 8*xn22: 2*x^2 + 2*x + 9n23: 7*x^2 + 5*xn24: 4*x^2 + 12*x + 3n25: 5*x^2 + 7*x + 7n26: 12*x^2 + x + 12n27: 4*x^2 + 2*x + 4n28: 10*x + 10n29: 5*x^2 + 9*x + 4n30: 12*x + 3n31: 6*x^2 + 5*x + 9n32: x^2 + 3*x + 11n33: 11*x^2 + 2*xn34: 8*x^2 + 5*x + 1n35: 7*x^2 + 12n36: 8*x^2 + 3*xn37: 6*x^2 + 9n38: 5*x^2 + x + 11n39: 9*x^2 + 11*x + 11n40: 4*x + 9n41: 2*x^2 + 10*x + 1n42: 11*x^2 + 12*x + 2n43: 10*x + 7n44: 5*x^2 + x + 8n45: 9*x^2 + 3*x + 2n46: 9*x^2 + 8*x + 8n47: 5*x^2n48: 2*x^2 + 9*x + 4n49: 4*x^2 + 4*x + 11n50: x^2 + 5n51: 3*x^2 + 3*x + 8n52: 4*x^2 + 8*x + 3n53: 3*x^2 + 8*x + 7n54: 3*xn55: 8*x^2 + 9*xn56: 9*x^2 + 5*x + 9n57: 10*x^2 + 11*x + 3n58: 3*x^2 + 7*x + 4n59: 6*x^2 + 5*x + 4n60: x^2 + 7*x + 9n61: 7nx^2 + 2 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:48:30 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; 61;Modexp(xx, 51, x^3-x+1); for i in [0..61] do printf "%o: %o", i, Modexp(xx, i, x^3-x+1); " "; end for; (x^2+2) mod (x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:48:30 on modular [Seed = 453628084] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 61 3*x^2 + 3*x + 8 0: 1 1: 7*x + 3 2: 10*x^2 + 3*x + 9 3: 12*x^2 + 12*x + 9 4: 3*x^2 + x + 8 5: 3*x^2 + 2*x + 3 6: 10*x^2 + 9*x + 1 7: 2*x^2 + 11 8: 6*x^2 + 6 9: 5*x^2 + 6*x + 2 10: 5*x^2 + 2*x + 10 11: 3*x^2 + 7*x + 8 12: 6*x^2 + 7*x + 3 13: 2*x^2 + 6*x + 6 14: 9*x^2 + 9*x + 4 15: 12*x^2 + x + 1 16: 4*x^2 + 3*x + 10 17: 7*x^2 + 3*x + 2 18: 3*x^2 + 7*x + 9 19: 6*x^2 + x + 6 20: 12*x^2 + 9*x + 2 21: 8*x^2 + 8*x 22: 2*x^2 + 2*x + 9 23: 7*x^2 + 5*x 24: 4*x^2 + 12*x + 3 25: 5*x^2 + 7*x + 7 26: 12*x^2 + x + 12 27: 4*x^2 + 2*x + 4 28: 10*x + 10 29: 5*x^2 + 9*x + 4 30: 12*x + 3 31: 6*x^2 + 5*x + 9 32: x^2 + 3*x + 11 33: 11*x^2 + 2*x 34: 8*x^2 + 5*x + 1 35: 7*x^2 + 12 36: 8*x^2 + 3*x 37: 6*x^2 + 9 38: 5*x^2 + x + 11 39: 9*x^2 + 11*x + 11 40: 4*x + 9 41: 2*x^2 + 10*x + 1 42: 11*x^2 + 12*x + 2 43: 10*x + 7 44: 5*x^2 + x + 8 45: 9*x^2 + 3*x + 2 46: 9*x^2 + 8*x + 8 47: 5*x^2 48: 2*x^2 + 9*x + 4 49: 4*x^2 + 4*x + 11 50: x^2 + 5 51: 3*x^2 + 3*x + 8 52: 4*x^2 + 8*x + 3 53: 3*x^2 + 8*x + 7 54: 3*x 55: 8*x^2 + 9*x 56: 9*x^2 + 5*x + 9 57: 10*x^2 + 11*x + 3 58: 3*x^2 + 7*x + 4 59: 6*x^2 + 5*x + 4 60: x^2 + 7*x + 9 61: 7 x^2 + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:49:49 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); //Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %on", (nlist[i]-nlist[Integers()!(i/2)])/(mlist[Integers()!(i/2)]-mlist[i]); xx,yy; -30783851 mod 61; 22305945 mod 61; o, n, k:=XGCD(14,61); n*43 mod 61; ANS:=Modexp(xx, 51, x^3-x+1); for i in [0..12] do ANS*i; end for; for i in [0..61] do printf "%o: %o", i, Modexp(xx, i, x^3-x+1); " "; end for; (x^2+2) mod (x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:49:49 on modular [Seed = 18074397] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = -30783851/22305945n7*x + 3 x^2 + 2 43 14 51 0 3*x^2 + 3*x + 8 6*x^2 + 6*x + 3 9*x^2 + 9*x + 11 12*x^2 + 12*x + 6 2*x^2 + 2*x + 1 5*x^2 + 5*x + 9 8*x^2 + 8*x + 4 11*x^2 + 11*x + 12 x^2 + x + 7 4*x^2 + 4*x + 2 7*x^2 + 7*x + 10 10*x^2 + 10*x + 5 0: 1 1: 7*x + 3 2: 10*x^2 + 3*x + 9 3: 12*x^2 + 12*x + 9 4: 3*x^2 + x + 8 5: 3*x^2 + 2*x + 3 6: 10*x^2 + 9*x + 1 7: 2*x^2 + 11 8: 6*x^2 + 6 9: 5*x^2 + 6*x + 2 10: 5*x^2 + 2*x + 10 11: 3*x^2 + 7*x + 8 12: 6*x^2 + 7*x + 3 13: 2*x^2 + 6*x + 6 14: 9*x^2 + 9*x + 4 15: 12*x^2 + x + 1 16: 4*x^2 + 3*x + 10 17: 7*x^2 + 3*x + 2 18: 3*x^2 + 7*x + 9 19: 6*x^2 + x + 6 20: 12*x^2 + 9*x + 2 21: 8*x^2 + 8*x 22: 2*x^2 + 2*x + 9 23: 7*x^2 + 5*x 24: 4*x^2 + 12*x + 3 25: 5*x^2 + 7*x + 7 26: 12*x^2 + x + 12 27: 4*x^2 + 2*x + 4 28: 10*x + 10 29: 5*x^2 + 9*x + 4 30: 12*x + 3 31: 6*x^2 + 5*x + 9 32: x^2 + 3*x + 11 33: 11*x^2 + 2*x 34: 8*x^2 + 5*x + 1 35: 7*x^2 + 12 36: 8*x^2 + 3*x 37: 6*x^2 + 9 38: 5*x^2 + x + 11 39: 9*x^2 + 11*x + 11 40: 4*x + 9 41: 2*x^2 + 10*x + 1 42: 11*x^2 + 12*x + 2 43: 10*x + 7 44: 5*x^2 + x + 8 45: 9*x^2 + 3*x + 2 46: 9*x^2 + 8*x + 8 47: 5*x^2 48: 2*x^2 + 9*x + 4 49: 4*x^2 + 4*x + 11 50: x^2 + 5 51: 3*x^2 + 3*x + 8 52: 4*x^2 + 8*x + 3 53: 3*x^2 + 8*x + 7 54: 3*x 55: 8*x^2 + 9*x 56: 9*x^2 + 5*x + 9 57: 10*x^2 + 11*x + 3 58: 3*x^2 + 7*x + 4 59: 6*x^2 + 5*x + 4 60: x^2 + 7*x + 9 61: 7 x^2 + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:51:29 2004 Input: ?ModDiv Output: Magma V2.11-6 Thu Sep 23 2004 22:51:29 on modular [Seed = 152814569] ------------------------------------- No references for word "ModDiv" Total time: 0.190 seconds, Total memory usage: 3.51MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:52:12 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; x:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)] mod 61*13), (mlist[Integers()!(i/2)]-mlist[i] mod 61*13); Output: Magma V2.11-6 Thu Sep 23 2004 22:52:12 on modular [Seed = 203343489] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 >> a:=Terms(z)[1]; ^ User error: Identifier 'z' has not been declared or assigned >> i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] >> printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)] mod 61*13), ^ Runtime error in '[]': Value for index (0) should be in the range [1..0] Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:52:26 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)] mod 61*13), (mlist[Integers()!(i/2)]-mlist[i] mod 61*13); Output: Magma V2.11-6 Thu Sep 23 2004 22:52:26 on modular [Seed = 857864584] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 504363576478 / 696683 n Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:52:52 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod 61*13, (mlist[Integers()!(i/2)]-mlist[i]) mod 61*13; Output: Magma V2.11-6 Thu Sep 23 2004 22:52:52 on modular [Seed = 908393315] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 494 / 585 n Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:53:32 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod 61*13, (mlist[Integers()!(i/2)]-mlist[i]) mod 61*13; o,n,k:=XGCD(585,61*13); ans:=n*494 mod 61*13; ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:53:31 on modular [Seed = 540208474] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 494 / 585 n689 6*x^2 + x + 5 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:54:39 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*13), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*13); o,n,k:=XGCD(585,(61*13)); ans:=n*494 mod (61*13); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:54:39 on modular [Seed = 641002264] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 587 / 472 n663 12*x^2 + 6*x + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:55:19 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*13), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*13); o,n,k:=XGCD(472,(61*13)); ans:=n*587 mod (61*13); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:55:19 on modular [Seed = 759161067] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 587 / 472 n722 6*x^2 + 6*x + 3 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:56:09 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*13), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*13); o,n,k:=XGCD(472,(61*13)); ans:=(n*587) mod (61*13); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:56:08 on modular [Seed = 3586594893] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 587 / 472 n722 6*x^2 + 6*x + 3 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:56:55 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*13), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*13); oo,nn,kk:=XGCD(472,(61*13)); ans:=(nn*587) mod (61*13); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:56:55 on modular [Seed = 3637122430] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 587 / 472 n722 6*x^2 + 6*x + 3 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:59:15 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); oo,nn,kk:=XGCD(472,(61*12)); ans:=(nn*587) mod (61*12); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:59:14 on modular [Seed = 3234991123] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n692 3*x^2 + 3*x Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 22:59:29 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 22:59:29 on modular [Seed = 3352627975] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n124 9*x^2 + 4*x + 12 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:00:01 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); oo,nn,kk:=XGCD(228,(61*12)); //ans:=(nn*404) mod (61*12); ans; ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:00:01 on modular [Seed = 3437101100] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n1 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:00:43 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; printf "logx(y) = %o / %o n", (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12), (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:00:43 on modular [Seed = 4091625337] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n124 9*x^2 + 4*x + 12 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:03:59 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; lt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); lb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", lt, lb; oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:03:58 on modular [Seed = 4226364468] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993n >> lt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); ^ User error: bad syntax >> printf "logx(y) = %o / %o n", lt, lb; ^ User error: bad syntax 124 9*x^2 + 4*x + 12 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:04:24 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; lt:=(nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); lb:=(mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", lt, lb; oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:04:24 on modular [Seed = 4276891927] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993n >> lt:=(nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); ^ User error: bad syntax >> printf "logx(y) = %o / %o n", lt, lb; ^ User error: bad syntax 124 9*x^2 + 4*x + 12 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:04:59 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:=(nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:=(mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", lt, lb; oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:04:59 on modular [Seed = 3841338222] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993n >> printf "logx(y) = %o / %o n", lt, lb; ^ User error: bad syntax 124 9*x^2 + 4*x + 12 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:05:13 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:=(nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:=(mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(228,(61*12)); ans:=(nn*404) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:05:13 on modular [Seed = 3976078164] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n124 9*x^2 + 4*x + 12 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:05:53 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:=(nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:=(mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:05:53 on modular [Seed = 2474728915] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 2ni = 124na[i] = 365461299940, a[i/2] = 697060nb[i] = 504363576777, b[i/2] = 961993nlogx(y) = 404 / 228 n124 9*x^2 + 4*x + 12 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:06:41 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do Modexp(xx, i, x^3-x+1); end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:06:41 on modular [Seed = 2525255814] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 1 7*x + 3 10*x^2 + 3*x + 9 12*x^2 + 12*x + 9 3*x^2 + x + 8 3*x^2 + 2*x + 3 10*x^2 + 9*x + 1 2*x^2 + 11 6*x^2 + 6 5*x^2 + 6*x + 2 5*x^2 + 2*x + 10 3*x^2 + 7*x + 8 6*x^2 + 7*x + 3 2*x^2 + 6*x + 6 9*x^2 + 9*x + 4 12*x^2 + x + 1 4*x^2 + 3*x + 10 7*x^2 + 3*x + 2 3*x^2 + 7*x + 9 6*x^2 + x + 6 12*x^2 + 9*x + 2 8*x^2 + 8*x 2*x^2 + 2*x + 9 7*x^2 + 5*x 4*x^2 + 12*x + 3 5*x^2 + 7*x + 7 12*x^2 + x + 12 4*x^2 + 2*x + 4 10*x + 10 5*x^2 + 9*x + 4 12*x + 3 6*x^2 + 5*x + 9 x^2 + 3*x + 11 11*x^2 + 2*x 8*x^2 + 5*x + 1 7*x^2 + 12 8*x^2 + 3*x 6*x^2 + 9 5*x^2 + x + 11 9*x^2 + 11*x + 11 4*x + 9 2*x^2 + 10*x + 1 11*x^2 + 12*x + 2 10*x + 7 5*x^2 + x + 8 9*x^2 + 3*x + 2 9*x^2 + 8*x + 8 5*x^2 2*x^2 + 9*x + 4 4*x^2 + 4*x + 11 x^2 + 5 3*x^2 + 3*x + 8 4*x^2 + 8*x + 3 3*x^2 + 8*x + 7 3*x 8*x^2 + 9*x 9*x^2 + 5*x + 9 10*x^2 + 11*x + 3 3*x^2 + 7*x + 4 6*x^2 + 5*x + 4 x^2 + 7*x + 9 7 10*x + 8 5*x^2 + 8*x + 11 6*x^2 + 6*x + 11 8*x^2 + 7*x + 4 8*x^2 + x + 8 5*x^2 + 11*x + 7 x^2 + 12 3*x^2 + 3 9*x^2 + 3*x + 1 9*x^2 + x + 5 8*x^2 + 10*x + 4 3*x^2 + 10*x + 8 x^2 + 3*x + 3 11*x^2 + 11*x + 2 6*x^2 + 7*x + 7 2*x^2 + 8*x + 5 10*x^2 + 8*x + 1 8*x^2 + 10*x + 11 3*x^2 + 7*x + 3 6*x^2 + 11*x + 1 4*x^2 + 4*x x^2 + x + 11 10*x^2 + 9*x 2*x^2 + 6*x + 8 9*x^2 + 10*x + 10 6*x^2 + 7*x + 6 2*x^2 + x + 2 5*x + 5 9*x^2 + 11*x + 2 6*x + 8 3*x^2 + 9*x + 11 7*x^2 + 8*x + 12 12*x^2 + x 4*x^2 + 9*x + 7 10*x^2 + 6 4*x^2 + 8*x 3*x^2 + 11 9*x^2 + 7*x + 12 11*x^2 + 12*x + 12 2*x + 11 x^2 + 5*x + 7 12*x^2 + 6*x + 1 5*x + 10 9*x^2 + 7*x + 4 11*x^2 + 8*x + 1 11*x^2 + 4*x + 4 9*x^2 x^2 + 11*x + 2 2*x^2 + 2*x + 12 7*x^2 + 9 8*x^2 + 8*x + 4 2*x^2 + 4*x + 8 8*x^2 + 4*x + 10 8*x 4*x^2 + 11*x 11*x^2 + 9*x + 11 5*x^2 + 12*x + 8 8*x^2 + 10*x + 2 3*x^2 + 9*x + 2 7*x^2 + 10*x + 11 10 5*x + 4 9*x^2 + 4*x + 12 3*x^2 + 3*x + 12 4*x^2 + 10*x + 2 4*x^2 + 7*x + 4 9*x^2 + 12*x + 10 7*x^2 + 6 8*x^2 + 8 11*x^2 + 8*x + 7 11*x^2 + 7*x + 9 4*x^2 + 5*x + 2 8*x^2 + 5*x + 4 7*x^2 + 8*x + 8 12*x^2 + 12*x + 1 3*x^2 + 10*x + 10 x^2 + 4*x + 9 5*x^2 + 4*x + 7 4*x^2 + 5*x + 12 8*x^2 + 10*x + 8 3*x^2 + 12*x + 7 2*x^2 + 2*x 7*x^2 + 7*x + 12 5*x^2 + 11*x x^2 + 3*x + 4 11*x^2 + 5*x + 5 3*x^2 + 10*x + 3 x^2 + 7*x + 1 9*x + 9 11*x^2 + 12*x + 1 3*x + 4 8*x^2 + 11*x + 12 10*x^2 + 4*x + 6 6*x^2 + 7*x 2*x^2 + 11*x + 10 5*x^2 + 3 2*x^2 + 4*x 8*x^2 + 12 11*x^2 + 10*x + 6 12*x^2 + 6*x + 6 x + 12 7*x^2 + 9*x + 10 6*x^2 + 3*x + 7 9*x + 5 11*x^2 + 10*x + 2 12*x^2 + 4*x + 7 12*x^2 + 2*x + 2 11*x^2 7*x^2 + 12*x + 1 x^2 + x + 6 10*x^2 + 11 4*x^2 + 4*x + 2 x^2 + 2*x + 4 4*x^2 + 2*x + 5 4*x 2*x^2 + 12*x 12*x^2 + 11*x + 12 9*x^2 + 6*x + 4 4*x^2 + 5*x + 1 8*x^2 + 11*x + 1 10*x^2 + 5*x + 12 5 9*x + 2 11*x^2 + 2*x + 6 8*x^2 + 8*x + 6 2*x^2 + 5*x + 1 2*x^2 + 10*x + 2 11*x^2 + 6*x + 5 10*x^2 + 3 4*x^2 + 4 12*x^2 + 4*x + 10 12*x^2 + 10*x + 11 2*x^2 + 9*x + 1 4*x^2 + 9*x + 2 10*x^2 + 4*x + 4 6*x^2 + 6*x + 7 8*x^2 + 5*x + 5 7*x^2 + 2*x + 11 9*x^2 + 2*x + 10 2*x^2 + 9*x + 6 4*x^2 + 5*x + 4 8*x^2 + 6*x + 10 x^2 + x 10*x^2 + 10*x + 6 9*x^2 + 12*x 7*x^2 + 8*x + 2 12*x^2 + 9*x + 9 8*x^2 + 5*x + 8 7*x^2 + 10*x + 7 11*x + 11 12*x^2 + 6*x + 7 8*x + 2 4*x^2 + 12*x + 6 5*x^2 + 2*x + 3 3*x^2 + 10*x x^2 + 12*x + 5 9*x^2 + 8 x^2 + 2*x 4*x^2 + 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5*x^2 + 3*x + 10 10*x^2 + 10*x + 8 9*x^2 + 6 x^2 + x + 7 10*x^2 + 7*x + 1 x^2 + 7*x + 11 x 7*x^2 + 3*x 3*x^2 + 6*x + 3 12*x^2 + 8*x + 1 x^2 + 11*x + 10 2*x^2 + 6*x + 10 9*x^2 + 11*x + 3 11 12*x + 7 6*x^2 + 7*x + 8 2*x^2 + 2*x + 8 7*x^2 + 11*x + 10 7*x^2 + 9*x + 7 6*x^2 + 8*x + 11 9*x^2 + 4 x^2 + 1 3*x^2 + x + 9 3*x^2 + 9*x + 6 7*x^2 + 12*x + 10 x^2 + 12*x + 7 9*x^2 + x + 1 8*x^2 + 8*x + 5 2*x^2 + 11*x + 11 5*x^2 + 7*x + 6 12*x^2 + 7*x + 9 7*x^2 + 12*x + 8 x^2 + 11*x + 1 2*x^2 + 8*x + 9 10*x^2 + 10*x 9*x^2 + 9*x + 8 12*x^2 + 3*x 5*x^2 + 2*x + 7 3*x^2 + 12*x + 12 2*x^2 + 11*x + 2 5*x^2 + 9*x + 5 6*x + 6 3*x^2 + 8*x + 5 2*x + 7 x^2 + 3*x + 8 11*x^2 + 7*x + 4 4*x^2 + 9*x 10*x^2 + 3*x + 11 12*x^2 + 2 10*x^2 + 7*x x^2 + 8 3*x^2 + 11*x + 4 8*x^2 + 4*x + 4 5*x + 8 9*x^2 + 6*x + 11 4*x^2 + 2*x + 9 6*x + 12 3*x^2 + 11*x + 10 8*x^2 + 7*x + 9 8*x^2 + 10*x + 10 3*x^2 9*x^2 + 8*x + 5 5*x^2 + 5*x + 4 11*x^2 + 3 7*x^2 + 7*x + 10 5*x^2 + 10*x + 7 7*x^2 + 10*x + 12 7*x 10*x^2 + 8*x 8*x^2 + 3*x + 8 6*x^2 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9 5*x^2 + 12*x + 5 8*x^2 + 2*x + 6 12*x^2 + 1 10*x^2 + 10 4*x^2 + 10*x + 12 4*x^2 + 12*x + 8 5*x^2 + 3*x + 9 10*x^2 + 3*x + 5 12*x^2 + 10*x + 10 2*x^2 + 2*x + 11 7*x^2 + 6*x + 6 11*x^2 + 5*x + 8 3*x^2 + 5*x + 12 5*x^2 + 3*x + 2 10*x^2 + 6*x + 10 7*x^2 + 2*x + 12 9*x^2 + 9*x 12*x^2 + 12*x + 2 3*x^2 + 4*x 11*x^2 + 7*x + 5 4*x^2 + 3*x + 3 7*x^2 + 6*x + 7 11*x^2 + 12*x + 11 8*x + 8 4*x^2 + 2*x + 11 7*x + 5 10*x^2 + 4*x + 2 6*x^2 + 5*x + 1 x^2 + 12*x 9*x^2 + 4*x + 6 3*x^2 + 7 9*x^2 + 5*x 10*x^2 + 2 4*x^2 + 6*x + 1 2*x^2 + x + 1 11*x + 2 12*x^2 + 8*x + 6 x^2 + 7*x + 12 8*x + 3 4*x^2 + 6*x + 9 2*x^2 + 5*x + 12 2*x^2 + 9*x + 9 4*x^2 12*x^2 + 2*x + 11 11*x^2 + 11*x + 1 6*x^2 + 4 5*x^2 + 5*x + 9 11*x^2 + 9*x + 5 5*x^2 + 9*x + 3 5*x 9*x^2 + 2*x 2*x^2 + 4*x + 2 8*x^2 + x + 5 5*x^2 + 3*x + 11 10*x^2 + 4*x + 11 6*x^2 + 3*x + 2 3 8*x + 9 4*x^2 + 9*x + 1 10*x^2 + 10*x + 1 9*x^2 + 3*x + 11 9*x^2 + 6*x + 9 4*x^2 + x + 3 6*x^2 + 7 5*x^2 + 5 2*x^2 + 5*x + 6 2*x^2 + 6*x + 4 9*x^2 + 8*x + 11 5*x^2 + 8*x + 9 6*x^2 + 5*x + 5 x^2 + x + 12 10*x^2 + 3*x + 3 12*x^2 + 9*x + 4 8*x^2 + 9*x + 6 9*x^2 + 8*x + 1 5*x^2 + 3*x + 5 10*x^2 + x + 6 11*x^2 + 11*x 6*x^2 + 6*x + 1 8*x^2 + 2*x 12*x^2 + 10*x + 9 2*x^2 + 8*x + 8 10*x^2 + 3*x + 10 12*x^2 + 6*x + 12 4*x + 4 2*x^2 + x + 12 10*x + 9 5*x^2 + 2*x + 1 3*x^2 + 9*x + 7 7*x^2 + 6*x 11*x^2 + 2*x + 3 8*x^2 + 10 11*x^2 + 9*x 5*x^2 + 1 2*x^2 + 3*x + 7 x^2 + 7*x + 7 12*x + 1 6*x^2 + 4*x + 3 7*x^2 + 10*x + 6 4*x + 8 2*x^2 + 3*x + 11 x^2 + 9*x + 6 x^2 + 11*x + 11 2*x^2 6*x^2 + x + 12 12*x^2 + 12*x + 7 3*x^2 + 2 9*x^2 + 9*x + 11 12*x^2 + 11*x + 9 9*x^2 + 11*x + 8 9*x 11*x^2 + x x^2 + 2*x + 1 4*x^2 + 7*x + 9 9*x^2 + 8*x + 12 5*x^2 + 2*x + 12 3*x^2 + 8*x + 1 8 4*x + 11 2*x^2 + 11*x + 7 5*x^2 + 5*x + 7 11*x^2 + 8*x + 12 11*x^2 + 3*x + 11 2*x^2 + 7*x + 8 3*x^2 + 10 9*x^2 + 9 x^2 + 9*x + 3 x^2 + 3*x + 2 11*x^2 + 4*x + 12 9*x^2 + 4*x + 11 3*x^2 + 9*x + 9 7*x^2 + 7*x + 6 5*x^2 + 8*x + 8 6*x^2 + 11*x + 2 4*x^2 + 11*x + 3 11*x^2 + 4*x + 7 9*x^2 + 8*x + 9 5*x^2 + 7*x + 3 12*x^2 + 12*x 3*x^2 + 3*x + 7 4*x^2 + x 6*x^2 + 5*x + 11 x^2 + 4*x + 4 5*x^2 + 8*x + 5 6*x^2 + 3*x + 6 2*x + 2 x^2 + 7*x + 6 5*x + 11 9*x^2 + x + 7 8*x^2 + 11*x + 10 10*x^2 + 3*x 12*x^2 + x + 8 4*x^2 + 5 12*x^2 + 11*x 9*x^2 + 7 x^2 + 8*x + 10 7*x^2 + 10*x + 10 6*x + 7 3*x^2 + 2*x + 8 10*x^2 + 5*x + 3 2*x + 4 x^2 + 8*x + 12 7*x^2 + 11*x + 3 7*x^2 + 12*x + 12 x^2 3*x^2 + 7*x + 6 6*x^2 + 6*x + 10 8*x^2 + 1 11*x^2 + 11*x + 12 6*x^2 + 12*x + 11 11*x^2 + 12*x + 4 11*x 12*x^2 + 7*x 7*x^2 + x + 7 2*x^2 + 10*x + 11 11*x^2 + 4*x + 6 9*x^2 + x + 6 8*x^2 + 4*x + 7 4 2*x + 12 x^2 + 12*x + 10 9*x^2 + 9*x + 10 12*x^2 + 4*x + 6 12*x^2 + 8*x + 12 x^2 + 10*x + 4 8*x^2 + 5 11*x^2 + 11 7*x^2 + 11*x + 8 7*x^2 + 8*x + 1 12*x^2 + 2*x + 6 11*x^2 + 2*x + 12 8*x^2 + 11*x + 11 10*x^2 + 10*x + 3 9*x^2 + 4*x + 4 3*x^2 + 12*x + 1 2*x^2 + 12*x + 8 12*x^2 + 2*x + 10 11*x^2 + 4*x + 11 9*x^2 + 10*x + 8 6*x^2 + 6*x 8*x^2 + 8*x + 10 2*x^2 + 7*x 3*x^2 + 9*x + 12 7*x^2 + 2*x + 2 9*x^2 + 4*x + 9 3*x^2 + 8*x + 3 x + 1 7*x^2 + 10*x + 3 9*x + 12 11*x^2 + 7*x + 10 4*x^2 + 12*x + 5 5*x^2 + 8*x 6*x^2 + 7*x + 4 2*x^2 + 9 6*x^2 + 12*x 11*x^2 + 10 7*x^2 + 4*x + 5 10*x^2 + 5*x + 5 3*x + 10 8*x^2 + x + 4 5*x^2 + 9*x + 8 x + 2 7*x^2 + 4*x + 6 10*x^2 + 12*x + 8 10*x^2 + 6*x + 6 7*x^2 8*x^2 + 10*x + 3 3*x^2 + 3*x + 5 4*x^2 + 7 12*x^2 + 12*x + 6 3*x^2 + 6*x + 12 12*x^2 + 6*x + 2 12*x 6*x^2 + 10*x 10*x^2 + 7*x + 10 x^2 + 5*x + 12 12*x^2 + 2*x + 3 11*x^2 + 7*x + 3 4*x^2 + 2*x + 10 2 x + 6 7*x^2 + 6*x + 5 11*x^2 + 11*x + 5 6*x^2 + 2*x + 3 6*x^2 + 4*x + 6 7*x^2 + 5*x + 2 4*x^2 + 9 12*x^2 + 12 10*x^2 + 12*x + 4 10*x^2 + 4*x + 7 6*x^2 + x + 3 12*x^2 + x + 6 4*x^2 + 12*x + 12 5*x^2 + 5*x + 8 11*x^2 + 2*x + 2 8*x^2 + 6*x + 7 x^ ** WARNING: Output too long, hence truncated. '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:07:18 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do printf "%o: %o ",i,Modexp(xx, i, x^3-x+1); end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:07:18 on modular [Seed = 2643415978] ------------------------------------- 0: 1 1: 7*x + 3 2: 10*x^2 + 3*x + 9 3: 12*x^2 + 12*x + 9 4: 3*x^2 + x + 8 5: 3*x^2 + 2*x + 3 6: 10*x^2 + 9*x + 1 7: 2*x^2 + 11 8: 6*x^2 + 6 9: 5*x^2 + 6*x + 2 10: 5*x^2 + 2*x + 10 11: 3*x^2 + 7*x + 8 12: 6*x^2 + 7*x + 3 13: 2*x^2 + 6*x + 6 14: 9*x^2 + 9*x + 4 15: 12*x^2 + x + 1 16: 4*x^2 + 3*x + 10 17: 7*x^2 + 3*x + 2 18: 3*x^2 + 7*x + 9 19: 6*x^2 + x + 6 20: 12*x^2 + 9*x + 2 21: 8*x^2 + 8*x 22: 2*x^2 + 2*x + 9 23: 7*x^2 + 5*x 24: 4*x^2 + 12*x + 3 25: 5*x^2 + 7*x + 7 26: 12*x^2 + x + 12 27: 4*x^2 + 2*x + 4 28: 10*x + 10 29: 5*x^2 + 9*x + 4 30: 12*x + 3 31: 6*x^2 + 5*x + 9 32: x^2 + 3*x + 11 33: 11*x^2 + 2*x 34: 8*x^2 + 5*x + 1 35: 7*x^2 + 12 36: 8*x^2 + 3*x 37: 6*x^2 + 9 38: 5*x^2 + x + 11 39: 9*x^2 + 11*x + 11 40: 4*x + 9 41: 2*x^2 + 10*x + 1 42: 11*x^2 + 12*x + 2 43: 10*x + 7 44: 5*x^2 + x + 8 45: 9*x^2 + 3*x + 2 46: 9*x^2 + 8*x + 8 47: 5*x^2 48: 2*x^2 + 9*x + 4 49: 4*x^2 + 4*x + 11 50: x^2 + 5 51: 3*x^2 + 3*x + 8 52: 4*x^2 + 8*x + 3 53: 3*x^2 + 8*x + 7 54: 3*x 55: 8*x^2 + 9*x 56: 9*x^2 + 5*x + 9 57: 10*x^2 + 11*x + 3 58: 3*x^2 + 7*x + 4 59: 6*x^2 + 5*x + 4 60: x^2 + 7*x + 9 61: 7 62: 10*x + 8 63: 5*x^2 + 8*x + 11 64: 6*x^2 + 6*x + 11 65: 8*x^2 + 7*x + 4 66: 8*x^2 + x + 8 67: 5*x^2 + 11*x + 7 68: x^2 + 12 69: 3*x^2 + 3 70: 9*x^2 + 3*x + 1 71: 9*x^2 + x + 5 72: 8*x^2 + 10*x + 4 73: 3*x^2 + 10*x + 8 74: x^2 + 3*x + 3 75: 11*x^2 + 11*x + 2 76: 6*x^2 + 7*x + 7 77: 2*x^2 + 8*x + 5 78: 10*x^2 + 8*x + 1 79: 8*x^2 + 10*x + 11 80: 3*x^2 + 7*x + 3 81: 6*x^2 + 11*x + 1 82: 4*x^2 + 4*x 83: x^2 + x + 11 84: 10*x^2 + 9*x 85: 2*x^2 + 6*x + 8 86: 9*x^2 + 10*x + 10 87: 6*x^2 + 7*x + 6 88: 2*x^2 + x + 2 89: 5*x + 5 90: 9*x^2 + 11*x + 2 91: 6*x + 8 92: 3*x^2 + 9*x + 11 93: 7*x^2 + 8*x + 12 94: 12*x^2 + x 95: 4*x^2 + 9*x + 7 96: 10*x^2 + 6 97: 4*x^2 + 8*x 98: 3*x^2 + 11 99: 9*x^2 + 7*x + 12 100: 11*x^2 + 12*x + 12 101: 2*x + 11 102: x^2 + 5*x + 7 103: 12*x^2 + 6*x + 1 104: 5*x + 10 105: 9*x^2 + 7*x + 4 106: 11*x^2 + 8*x + 1 107: 11*x^2 + 4*x + 4 108: 9*x^2 109: x^2 + 11*x + 2 110: 2*x^2 + 2*x + 12 111: 7*x^2 + 9 112: 8*x^2 + 8*x + 4 113: 2*x^2 + 4*x + 8 114: 8*x^2 + 4*x + 10 115: 8*x 116: 4*x^2 + 11*x 117: 11*x^2 + 9*x + 11 118: 5*x^2 + 12*x + 8 119: 8*x^2 + 10*x + 2 120: 3*x^2 + 9*x + 2 121: 7*x^2 + 10*x + 11 122: 10 123: 5*x + 4 124: 9*x^2 + 4*x + 12 125: 3*x^2 + 3*x + 12 126: 4*x^2 + 10*x + 2 127: 4*x^2 + 7*x + 4 128: 9*x^2 + 12*x + 10 129: 7*x^2 + 6 130: 8*x^2 + 8 131: 11*x^2 + 8*x + 7 132: 11*x^2 + 7*x + 9 133: 4*x^2 + 5*x + 2 134: 8*x^2 + 5*x + 4 135: 7*x^2 + 8*x + 8 136: 12*x^2 + 12*x + 1 137: 3*x^2 + 10*x + 10 138: x^2 + 4*x + 9 139: 5*x^2 + 4*x + 7 140: 4*x^2 + 5*x + 12 141: 8*x^2 + 10*x + 8 142: 3*x^2 + 12*x + 7 143: 2*x^2 + 2*x 144: 7*x^2 + 7*x + 12 145: 5*x^2 + 11*x 146: x^2 + 3*x + 4 147: 11*x^2 + 5*x + 5 148: 3*x^2 + 10*x + 3 149: x^2 + 7*x + 1 150: 9*x + 9 151: 11*x^2 + 12*x + 1 152: 3*x + 4 153: 8*x^2 + 11*x + 12 154: 10*x^2 + 4*x + 6 155: 6*x^2 + 7*x 156: 2*x^2 + 11*x + 10 157: 5*x^2 + 3 158: 2*x^2 + 4*x 159: 8*x^2 + 12 160: 11*x^2 + 10*x + 6 161: 12*x^2 + 6*x + 6 162: x + 12 163: 7*x^2 + 9*x + 10 164: 6*x^2 + 3*x + 7 165: 9*x + 5 166: 11*x^2 + 10*x + 2 167: 12*x^2 + 4*x + 7 168: 12*x^2 + 2*x + 2 169: 11*x^2 170: 7*x^2 + 12*x + 1 171: x^2 + x + 6 172: 10*x^2 + 11 173: 4*x^2 + 4*x + 2 174: x^2 + 2*x + 4 175: 4*x^2 + 2*x + 5 176: 4*x 177: 2*x^2 + 12*x 178: 12*x^2 + 11*x + 12 179: 9*x^2 + 6*x + 4 180: 4*x^2 + 5*x + 1 181: 8*x^2 + 11*x + 1 182: 10*x^2 + 5*x + 12 183: 5 184: 9*x + 2 185: 11*x^2 + 2*x + 6 186: 8*x^2 + 8*x + 6 187: 2*x^2 + 5*x + 1 188: 2*x^2 + 10*x + 2 189: 11*x^2 + 6*x + 5 190: 10*x^2 + 3 191: 4*x^2 + 4 192: 12*x^2 + 4*x + 10 193: 12*x^2 + 10*x + 11 194: 2*x^2 + 9*x + 1 195: 4*x^2 + 9*x + 2 196: 10*x^2 + 4*x + 4 197: 6*x^2 + 6*x + 7 198: 8*x^2 + 5*x + 5 199: 7*x^2 + 2*x + 11 200: 9*x^2 + 2*x + 10 201: 2*x^2 + 9*x + 6 202: 4*x^2 + 5*x + 4 203: 8*x^2 + 6*x + 10 204: x^2 + x 205: 10*x^2 + 10*x + 6 206: 9*x^2 + 12*x 207: 7*x^2 + 8*x + 2 208: 12*x^2 + 9*x + 9 209: 8*x^2 + 5*x + 8 210: 7*x^2 + 10*x + 7 211: 11*x + 11 212: 12*x^2 + 6*x + 7 213: 8*x + 2 214: 4*x^2 + 12*x + 6 215: 5*x^2 + 2*x + 3 216: 3*x^2 + 10*x 217: x^2 + 12*x + 5 218: 9*x^2 + 8 219: x^2 + 2*x 220: 4*x^2 + 6 221: 12*x^2 + 5*x + 3 222: 6*x^2 + 3*x + 3 223: 7*x + 6 224: 10*x^2 + 11*x + 5 225: 3*x^2 + 8*x + 10 226: 11*x + 9 227: 12*x^2 + 5*x + 1 228: 6*x^2 + 2*x + 10 229: 6*x^2 + x + 1 230: 12*x^2 231: 10*x^2 + 6*x + 7 232: 7*x^2 + 7*x + 3 233: 5*x^2 + 12 234: 2*x^2 + 2*x + 1 235: 7*x^2 + x + 2 236: 2*x^2 + x + 9 237: 2*x 238: x^2 + 6*x 239: 6*x^2 + 12*x + 6 240: 11*x^2 + 3*x + 2 241: 2*x^2 + 9*x + 7 242: 4*x^2 + 12*x + 7 243: 5*x^2 + 9*x + 6 244: 9 245: 11*x + 1 246: 12*x^2 + x + 3 247: 4*x^2 + 4*x + 3 248: x^2 + 9*x + 7 249: x^2 + 5*x + 1 250: 12*x^2 + 3*x + 9 251: 5*x^2 + 8 252: 2*x^2 + 2 253: 6*x^2 + 2*x + 5 254: 6*x^2 + 5*x + 12 255: x^2 + 11*x + 7 256: 2*x^2 + 11*x + 1 257: 5*x^2 + 2*x + 2 258: 3*x^2 + 3*x + 10 259: 4*x^2 + 9*x + 9 260: 10*x^2 + x + 12 261: 11*x^2 + x + 5 262: x^2 + 11*x + 3 263: 2*x^2 + 9*x + 2 264: 4*x^2 + 3*x + 5 265: 7*x^2 + 7*x 266: 5*x^2 + 5*x + 3 267: 11*x^2 + 6*x 268: 10*x^2 + 4*x + 1 269: 6*x^2 + 11*x + 11 270: 4*x^2 + 9*x + 4 271: 10*x^2 + 5*x + 10 272: 12*x + 12 273: 6*x^2 + 3*x + 10 274: 4*x + 1 275: 2*x^2 + 6*x + 3 276: 9*x^2 + x + 8 277: 8*x^2 + 5*x 278: 7*x^2 + 6*x + 9 279: 11*x^2 + 4 280: 7*x^2 + x 281: 2*x^2 + 3 282: 6*x^2 + 9*x + 8 283: 3*x^2 + 8*x + 8 284: 10*x + 3 285: 5*x^2 + 12*x + 9 286: 8*x^2 + 4*x + 5 287: 12*x + 11 288: 6*x^2 + 9*x + 7 289: 3*x^2 + x + 5 290: 3*x^2 + 7*x + 7 291: 6*x^2 292: 5*x^2 + 3*x + 10 293: 10*x^2 + 10*x + 8 294: 9*x^2 + 6 295: x^2 + x + 7 296: 10*x^2 + 7*x + 1 297: x^2 + 7*x + 11 298: x 299: 7*x^2 + 3*x 300: 3*x^2 + 6*x + 3 301: 12*x^2 + 8*x + 1 302: x^2 + 11*x + 10 303: 2*x^2 + 6*x + 10 304: 9*x^2 + 11*x + 3 305: 11 306: 12*x + 7 307: 6*x^2 + 7*x + 8 308: 2*x^2 + 2*x + 8 309: 7*x^2 + 11*x + 10 310: 7*x^2 + 9*x + 7 311: 6*x^2 + 8*x + 11 312: 9*x^2 + 4 313: x^2 + 1 314: 3*x^2 + x + 9 315: 3*x^2 + 9*x + 6 316: 7*x^2 + 12*x + 10 317: x^2 + 12*x + 7 318: 9*x^2 + x + 1 319: 8*x^2 + 8*x + 5 320: 2*x^2 + 11*x + 11 321: 5*x^2 + 7*x + 6 322: 12*x^2 + 7*x + 9 323: 7*x^2 + 12*x + 8 324: x^2 + 11*x + 1 325: 2*x^2 + 8*x + 9 326: 10*x^2 + 10*x 327: 9*x^2 + 9*x + 8 328: 12*x^2 + 3*x 329: 5*x^2 + 2*x + 7 330: 3*x^2 + 12*x + 12 331: 2*x^2 + 11*x + 2 332: 5*x^2 + 9*x + 5 333: 6*x + 6 334: 3*x^2 + 8*x + 5 335: 2*x + 7 336: x^2 + 3*x + 8 337: 11*x^2 + 7*x + 4 338: 4*x^2 + 9*x 339: 10*x^2 + 3*x + 11 340: 12*x^2 + 2 341: 10*x^2 + 7*x 342: x^2 + 8 343: 3*x^2 + 11*x + 4 344: 8*x^2 + 4*x + 4 345: 5*x + 8 346: 9*x^2 + 6*x + 11 347: 4*x^2 + 2*x + 9 348: 6*x + 12 349: 3*x^2 + 11*x + 10 350: 8*x^2 + 7*x + 9 351: 8*x^2 + 10*x + 10 352: 3*x^2 353: 9*x^2 + 8*x + 5 354: 5*x^2 + 5*x + 4 355: 11*x^2 + 3 356: 7*x^2 + 7*x + 10 357: 5*x^2 + 10*x + 7 358: 7*x^2 + 10*x + 12 359: 7*x 360: 10*x^2 + 8*x 361: 8*x^2 + 3*x + 8 362: 6*x^2 + 4*x + 7 363: 7*x^2 + 12*x + 5 364: x^2 + 3*x + 5 365: 11*x^2 + 12*x + 8 366: 12 367: 6*x + 10 368: 3*x^2 + 10*x + 4 369: x^2 + x + 4 370: 10*x^2 + 12*x + 5 371: 10*x^2 + 11*x + 10 372: 3*x^2 + 4*x + 12 373: 11*x^2 + 2 374: 7*x^2 + 7 375: 8*x^2 + 7*x + 11 376: 8*x^2 + 11*x + 3 377: 10*x^2 + 6*x + 5 378: 7*x^2 + 6*x + 10 379: 11*x^2 + 7*x + 7 380: 4*x^2 + 4*x + 9 381: x^2 + 12*x + 12 382: 9*x^2 + 10*x + 3 383: 6*x^2 + 10*x + 11 384: 10*x^2 + 6*x + 4 385: 7*x^2 + 12*x + 7 386: x^2 + 4*x + 11 387: 5*x^2 + 5*x 388: 11*x^2 + 11*x + 4 389: 6*x^2 + 8*x 390: 9*x^2 + x + 10 391: 8*x^2 + 6*x + 6 392: x^2 + 12*x + 1 393: 9*x^2 + 11*x + 9 394: 3*x + 3 395: 8*x^2 + 4*x + 9 396: x + 10 397: 7*x^2 + 8*x + 4 398: 12*x^2 + 10*x + 2 399: 2*x^2 + 11*x 400: 5*x^2 + 8*x + 12 401: 6*x^2 + 1 402: 5*x^2 + 10*x 403: 7*x^2 + 4 404: 8*x^2 + 12*x + 2 405: 4*x^2 + 2*x + 2 406: 9*x + 4 407: 11*x^2 + 3*x + 12 408: 2*x^2 + x + 11 409: 3*x + 6 410: 8*x^2 + 12*x + 5 411: 4*x^2 + 10*x + 11 412: 4*x^2 + 5*x + 5 413: 8*x^2 414: 11*x^2 + 4*x + 9 415: 9*x^2 + 9*x + 2 416: 12*x^2 + 8 417: 10*x^2 + 10*x + 5 418: 9*x^2 + 5*x + 10 419: 10*x^2 + 5*x + 6 420: 10*x 421: 5*x^2 + 4*x 422: 4*x^2 + 8*x + 4 423: 3*x^2 + 2*x + 10 424: 10*x^2 + 6*x + 9 425: 7*x^2 + 8*x + 9 426: 12*x^2 + 6*x + 4 427: 6 428: 3*x + 5 429: 8*x^2 + 5*x + 2 430: 7*x^2 + 7*x + 2 431: 5*x^2 + 6*x + 9 432: 5*x^2 + 12*x + 5 433: 8*x^2 + 2*x + 6 434: 12*x^2 + 1 435: 10*x^2 + 10 436: 4*x^2 + 10*x + 12 437: 4*x^2 + 12*x + 8 438: 5*x^2 + 3*x + 9 439: 10*x^2 + 3*x + 5 440: 12*x^2 + 10*x + 10 441: 2*x^2 + 2*x + 11 442: 7*x^2 + 6*x + 6 443: 11*x^2 + 5*x + 8 444: 3*x^2 + 5*x + 12 445: 5*x^2 + 3*x + 2 446: 10*x^2 + 6*x + 10 447: 7*x^2 + 2*x + 12 448: 9*x^2 + 9*x 449: 12*x^2 + 12*x + 2 450: 3*x^2 + 4*x 451: 11*x^2 + 7*x + 5 452: 4*x^2 + 3*x + 3 453: 7*x^2 + 6*x + 7 454: 11*x^2 + 12*x + 11 455: 8*x + 8 456: 4*x^2 + 2*x + 11 457: 7*x + 5 458: 10*x^2 + 4*x + 2 459: 6*x^2 + 5*x + 1 460: x^2 + 12*x 461: 9*x^2 + 4*x + 6 462: 3*x^2 + 7 463: 9*x^2 + 5*x 464: 10*x^2 + 2 465: 4*x^2 + ** WARNING: Output too long, hence truncated. '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:07:40 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do printf "%o:%o*",i,Modexp(xx, i, x^3-x+1); end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:07:40 on modular [Seed = 2157072045] ------------------------------------- 0:1*1:7*x + 3*2:10*x^2 + 3*x + 9*3:12*x^2 + 12*x + 9*4:3*x^2 + x + 8*5:3*x^2 + 2*x + 3*6:10*x^2 + 9*x + 1*7:2*x^2 + 11*8:6*x^2 + 6*9:5*x^2 + 6*x + 2*10:5*x^2 + 2*x + 10*11:3*x^2 + 7*x + 8*12:6*x^2 + 7*x + 3*13:2*x^2 + 6*x + 6*14:9*x^2 + 9*x + 4*15:12*x^2 + x + 1*16:4*x^2 + 3*x + 10*17:7*x^2 + 3*x + 2*18:3*x^2 + 7*x + 9*19:6*x^2 + x + 6*20:12*x^2 + 9*x + 2*21:8*x^2 + 8*x*22:2*x^2 + 2*x + 9*23:7*x^2 + 5*x*24:4*x^2 + 12*x + 3*25:5*x^2 + 7*x + 7*26:12*x^2 + x + 12*27:4*x^2 + 2*x + 4*28:10*x + 10*29:5*x^2 + 9*x + 4*30:12*x + 3*31:6*x^2 + 5*x + 9*32:x^2 + 3*x + 11*33:11*x^2 + 2*x*34:8*x^2 + 5*x + 1*35:7*x^2 + 12*36:8*x^2 + 3*x*37:6*x^2 + 9*38:5*x^2 + x + 11*39:9*x^2 + 11*x + 11*40:4*x + 9*41:2*x^2 + 10*x + 1*42:11*x^2 + 12*x + 2*43:10*x + 7*44:5*x^2 + x + 8*45:9*x^2 + 3*x + 2*46:9*x^2 + 8*x + 8*47:5*x^2*48:2*x^2 + 9*x + 4*49:4*x^2 + 4*x + 11*50:x^2 + 5*51:3*x^2 + 3*x + 8*52:4*x^2 + 8*x + 3*53:3*x^2 + 8*x + 7*54:3*x*55:8*x^2 + 9*x*56:9*x^2 + 5*x + 9*57:10*x^2 + 11*x + 3*58:3*x^2 + 7*x + 4*59:6*x^2 + 5*x + 4*60:x^2 + 7*x + 9*61:7*62:10*x + 8*63:5*x^2 + 8*x + 11*64:6*x^2 + 6*x + 11*65:8*x^2 + 7*x + 4*66:8*x^2 + x + 8*67:5*x^2 + 11*x + 7*68:x^2 + 12*69:3*x^2 + 3*70:9*x^2 + 3*x + 1*71:9*x^2 + x + 5*72:8*x^2 + 10*x + 4*73:3*x^2 + 10*x + 8*74:x^2 + 3*x + 3*75:11*x^2 + 11*x + 2*76:6*x^2 + 7*x + 7*77:2*x^2 + 8*x + 5*78:10*x^2 + 8*x + 1*79:8*x^2 + 10*x + 11*80:3*x^2 + 7*x + 3*81:6*x^2 + 11*x + 1*82:4*x^2 + 4*x*83:x^2 + x + 11*84:10*x^2 + 9*x*85:2*x^2 + 6*x + 8*86:9*x^2 + 10*x + 10*87:6*x^2 + 7*x + 6*88:2*x^2 + x + 2*89:5*x + 5*90:9*x^2 + 11*x + 2*91:6*x + 8*92:3*x^2 + 9*x + 11*93:7*x^2 + 8*x + 12*94:12*x^2 + x*95:4*x^2 + 9*x + 7*96:10*x^2 + 6*97:4*x^2 + 8*x*98:3*x^2 + 11*99:9*x^2 + 7*x + 12*100:11*x^2 + 12*x + 12*101:2*x + 11*102:x^2 + 5*x + 7*103:12*x^2 + 6*x + 1*104:5*x + 10*105:9*x^2 + 7*x + 4*106:11*x^2 + 8*x + 1*107:11*x^2 + 4*x + 4*108:9*x^2*109:x^2 + 11*x + 2*110:2*x^2 + 2*x + 12*111:7*x^2 + 9*112:8*x^2 + 8*x + 4*113:2*x^2 + 4*x + 8*114:8*x^2 + 4*x + 10*115:8*x*116:4*x^2 + 11*x*117:11*x^2 + 9*x + 11*118:5*x^2 + 12*x + 8*119:8*x^2 + 10*x + 2*120:3*x^2 + 9*x + 2*121:7*x^2 + 10*x + 11*122:10*123:5*x + 4*124:9*x^2 + 4*x + 12*125:3*x^2 + 3*x + 12*126:4*x^2 + 10*x + 2*127:4*x^2 + 7*x + 4*128:9*x^2 + 12*x + 10*129:7*x^2 + 6*130:8*x^2 + 8*131:11*x^2 + 8*x + 7*132:11*x^2 + 7*x + 9*133:4*x^2 + 5*x + 2*134:8*x^2 + 5*x + 4*135:7*x^2 + 8*x + 8*136:12*x^2 + 12*x + 1*137:3*x^2 + 10*x + 10*138:x^2 + 4*x + 9*139:5*x^2 + 4*x + 7*140:4*x^2 + 5*x + 12*141:8*x^2 + 10*x + 8*142:3*x^2 + 12*x + 7*143:2*x^2 + 2*x*144:7*x^2 + 7*x + 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7*x + 7*528:12*x + 1*529:6*x^2 + 4*x + 3*530:7*x^2 + 10*x + 6*531:4*x + 8*532:2*x^2 + 3*x + 11*533:x^2 + 9*x + 6*534:x^2 + 11*x + 11*535:2*x^2*536:6*x^2 + x + 12*537:12*x^2 + 12*x + 7*538:3*x^2 + 2*539:9*x^2 + 9*x + 11*540:12*x^2 + 11*x + 9*5 ** WARNING: Output too long, hence truncated. '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:07:53 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do printf "%o:%o@",i,Modexp(xx, i, x^3-x+1); end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:07:53 on modular [Seed = 2274707807] ------------------------------------- 0:1@1:7*x + 3@2:10*x^2 + 3*x + 9@3:12*x^2 + 12*x + 9@4:3*x^2 + x + 8@5:3*x^2 + 2*x + 3@6:10*x^2 + 9*x + 1@7:2*x^2 + 11@8:6*x^2 + 6@9:5*x^2 + 6*x + 2@10:5*x^2 + 2*x + 10@11:3*x^2 + 7*x + 8@12:6*x^2 + 7*x + 3@13:2*x^2 + 6*x + 6@14:9*x^2 + 9*x + 4@15:12*x^2 + x + 1@16:4*x^2 + 3*x + 10@17:7*x^2 + 3*x + 2@18:3*x^2 + 7*x + 9@19:6*x^2 + x + 6@20:12*x^2 + 9*x + 2@21:8*x^2 + 8*x@22:2*x^2 + 2*x + 9@23:7*x^2 + 5*x@24:4*x^2 + 12*x + 3@25:5*x^2 + 7*x + 7@26:12*x^2 + x + 12@27:4*x^2 + 2*x + 4@28:10*x + 10@29:5*x^2 + 9*x + 4@30:12*x + 3@31:6*x^2 + 5*x + 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7*x + 7@528:12*x + 1@529:6*x^2 + 4*x + 3@530:7*x^2 + 10*x + 6@531:4*x + 8@532:2*x^2 + 3*x + 11@533:x^2 + 9*x + 6@534:x^2 + 11*x + 11@535:2*x^2@536:6*x^2 + x + 12@537:12*x^2 + 12*x + 7@538:3*x^2 + 2@539:9*x^2 + 9*x + 11@540:12*x^2 + 11*x + 9@5 ** WARNING: Output too long, hence truncated. '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:13:15 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); //printf "%o:%o@",i, bob; if (bob eq x^2+2) i; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:13:15 on modular [Seed = 3047646255] ------------------------------------- >> if (bob eq x^2+2) i; ^ User error: bad syntax >> end for; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:13:31 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); //printf "%o:%o@",i, bob; if (bob eq x^2+2) then i;end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:13:31 on modular [Seed = 3098175794] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:14:04 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); //printf "%o:%o@",i, bob; if ((bob mod x^3-x+1) eq (x^2+2)) then i;end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:14:04 on modular [Seed = 3215814162] ------------------------------------- Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:14:32 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); //printf "%o:%o@",i, bob; if ((bob mod x^3-x+1) eq (7*x+3)) then i;end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:14:32 on modular [Seed = 2796844783] ------------------------------------- 213 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:14:54 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); //printf "%o:%o@",i, bob; if ((bob mod x^3-x+1) eq (7*x+3)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:14:54 on modular [Seed = 2915007954] ------------------------------------- 213 8*x + 2 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:16:25 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); a:=Terms[bob][1]; b:=Terms[bob][2]; c:=Terms[bob][3]; //printf "%o:%o@",i, bob; if ((a eq 2) and (c eq 1)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:16:24 on modular [Seed = 1363378569] ------------------------------------- >> a:=Terms[bob][1]; ^ Runtime error in '[]': Bad argument types 8*x + 2 Total time: 0.180 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:16:46 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); a:=Terms(bob)[1]; b:=Terms(bob)[2]; c:=Terms(bob)[3]; //printf "%o:%o@",i, bob; if ((a eq 2) and (c eq 1)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:16:45 on modular [Seed = 1447331480] ------------------------------------- >> b:=Terms(bob)[2]; ^ Runtime error in '[]': Sequence element 2 not defined 8*x + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:18:07 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); Terms(bob); //a:=Terms(bob)[1]; //b:=Terms(bob)[2]; //c:=Terms(bob)[3]; //printf "%o:%o@",i, bob; if ((a eq 2) and (c eq 1)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:18:07 on modular [Seed = 1079152895] ------------------------------------- >> if ((a eq 2) and (c eq 1)) then i;end if; ^ User error: Identifier 'a' has not been declared or assigned 8*x + 2 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:18:14 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); Terms(bob); //a:=Terms(bob)[1]; //b:=Terms(bob)[2]; //c:=Terms(bob)[3]; //printf "%o:%o@",i, bob; //if ((a eq 2) and (c eq 1)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:18:14 on modular [Seed = 1163367907] ------------------------------------- [ 1 ] [ 3, 7*x ] [ 9, 3*x, 10*x^2 ] [ 9, 12*x, 12*x^2 ] [ 8, x, 3*x^2 ] [ 3, 2*x, 3*x^2 ] [ 1, 9*x, 10*x^2 ] [ 11, 2*x^2 ] [ 6, 6*x^2 ] [ 2, 6*x, 5*x^2 ] [ 10, 2*x, 5*x^2 ] [ 8, 7*x, 3*x^2 ] [ 3, 7*x, 6*x^2 ] [ 6, 6*x, 2*x^2 ] [ 4, 9*x, 9*x^2 ] [ 1, x, 12*x^2 ] [ 10, 3*x, 4*x^2 ] [ 2, 3*x, 7*x^2 ] [ 9, 7*x, 3*x^2 ] [ 6, x, 6*x^2 ] [ 2, 9*x, 12*x^2 ] [ 8*x, 8*x^2 ] [ 9, 2*x, 2*x^2 ] [ 5*x, 7*x^2 ] [ 3, 12*x, 4*x^2 ] [ 7, 7*x, 5*x^2 ] [ 12, x, 12*x^2 ] [ 4, 2*x, 4*x^2 ] [ 10, 10*x ] [ 4, 9*x, 5*x^2 ] [ 3, 12*x ] [ 9, 5*x, 6*x^2 ] [ 11, 3*x, x^2 ] [ 2*x, 11*x^2 ] [ 1, 5*x, 8*x^2 ] [ 12, 7*x^2 ] [ 3*x, 8*x^2 ] [ 9, 6*x^2 ] [ 11, x, 5*x^2 ] [ 11, 11*x, 9*x^2 ] [ 9, 4*x ] [ 1, 10*x, 2*x^2 ] [ 2, 12*x, 11*x^2 ] [ 7, 10*x ] [ 8, x, 5*x^2 ] [ 2, 3*x, 9*x^2 ] [ 8, 8*x, 9*x^2 ] [ 5*x^2 ] [ 4, 9*x, 2*x^2 ] [ 11, 4*x, 4*x^2 ] [ 5, x^2 ] [ 8, 3*x, 3*x^2 ] [ 3, 8*x, 4*x^2 ] [ 7, 8*x, 3*x^2 ] [ 3*x ] [ 9*x, 8*x^2 ] [ 9, 5*x, 9*x^2 ] [ 3, 11*x, 10*x^2 ] [ 4, 7*x, 3*x^2 ] [ 4, 5*x, 6*x^2 ] [ 9, 7*x, x^2 ] [ 7 ] [ 8, 10*x ] [ 11, 8*x, 5*x^2 ] [ 11, 6*x, 6*x^2 ] [ 4, 7*x, 8*x^2 ] [ 8, x, 8*x^2 ] [ 7, 11*x, 5*x^2 ] [ 12, x^2 ] [ 3, 3*x^2 ] [ 1, 3*x, 9*x^2 ] [ 5, x, 9*x^2 ] [ 4, 10*x, 8*x^2 ] [ 8, 10*x, 3*x^2 ] [ 3, 3*x, x^2 ] [ 2, 11*x, 11*x^2 ] [ 7, 7*x, 6*x^2 ] [ 5, 8*x, 2*x^2 ] [ 1, 8*x, 10*x^2 ] [ 11, 10*x, 8*x^2 ] [ 3, 7*x, 3*x^2 ] [ 1, 11*x, 6*x^2 ] [ 4*x, 4*x^2 ] [ 11, x, x^2 ] [ 9*x, 10*x^2 ] [ 8, 6*x, 2*x^2 ] [ 10, 10*x, 9*x^2 ] [ 6, 7*x, 6*x^2 ] [ 2, x, 2*x^2 ] [ 5, 5*x ] [ 2, 11*x, 9*x^2 ] [ 8, 6*x ] [ 11, 9*x, 3*x^2 ] [ 12, 8*x, 7*x^2 ] [ x, 12*x^2 ] [ 7, 9*x, 4*x^2 ] [ 6, 10*x^2 ] [ 8*x, 4*x^2 ] [ 11, 3*x^2 ] [ 12, 7*x, 9*x^2 ] [ 12, 12*x, 11*x^2 ] [ 11, 2*x ] [ 7, 5*x, x^2 ] [ 1, 6*x, 12*x^2 ] [ 10, 5*x ] [ 4, 7*x, 9*x^2 ] [ 1, 8*x, 11*x^2 ] [ 4, 4*x, 11*x^2 ] [ 9*x^2 ] [ 2, 11*x, x^2 ] [ 12, 2*x, 2*x^2 ] [ 9, 7*x^2 ] [ 4, 8*x, 8*x^2 ] [ 8, 4*x, 2*x^2 ] [ 10, 4*x, 8*x^2 ] [ 8*x ] [ 11*x, 4*x^2 ] [ 11, 9*x, 11*x^2 ] [ 8, 12*x, 5*x^2 ] [ 2, 10*x, 8*x^2 ] [ 2, 9*x, 3*x^2 ] [ 11, 10*x, 7*x^2 ] [ 10 ] [ 4, 5*x ] [ 12, 4*x, 9*x^2 ] [ 12, 3*x, 3*x^2 ] [ 2, 10*x, 4*x^2 ] [ 4, 7*x, 4*x^2 ] [ 10, 12*x, 9*x^2 ] [ 6, 7*x^2 ] [ 8, 8*x^2 ] [ 7, 8*x, 11*x^2 ] [ 9, 7*x, 11*x^2 ] [ 2, 5*x, 4*x^2 ] [ 4, 5*x, 8*x^2 ] [ 8, 8*x, 7*x^2 ] [ 1, 12*x, 12*x^2 ] [ 10, 10*x, 3*x^2 ] [ 9, 4*x, x^2 ] [ 7, 4*x, 5*x^2 ] [ 12, 5*x, 4*x^2 ] [ 8, 10*x, 8*x^2 ] [ 7, 12*x, 3*x^2 ] [ 2*x, 2*x^2 ] [ 12, 7*x, 7*x^2 ] [ 11*x, 5*x^2 ] [ 4, 3*x, x^2 ] [ 5, 5*x, 11*x^2 ] [ 3, 10*x, 3*x^2 ] [ 1, 7*x, x^2 ] [ 9, 9*x ] [ 1, 12*x, 11*x^2 ] [ 4, 3*x ] [ 12, 11*x, 8*x^2 ] [ 6, 4*x, 10*x^2 ] [ 7*x, 6*x^2 ] [ 10, 11*x, 2*x^2 ] [ 3, 5*x^2 ] [ 4*x, 2*x^2 ] [ 12, 8*x^2 ] [ 6, 10*x, 11*x^2 ] [ 6, 6*x, 12*x^2 ] [ 12, x ] [ 10, 9*x, 7*x^2 ] [ 7, 3*x, 6*x^2 ] [ 5, 9*x ] [ 2, 10*x, 11*x^2 ] [ 7, 4*x, 12*x^2 ] [ 2, 2*x, 12*x^2 ] [ 11*x^2 ] [ 1, 12*x, 7*x^2 ] [ 6, x, x^2 ] [ 11, 10*x^2 ] [ 2, 4*x, 4*x^2 ] [ 4, 2*x, x^2 ] [ 5, 2*x, 4*x^2 ] [ 4*x ] [ 12*x, 2*x^2 ] [ 12, 11*x, 12*x^2 ] [ 4, 6*x, 9*x^2 ] [ 1, 5*x, 4*x^2 ] [ 1, 11*x, 8*x^2 ] [ 12, 5*x, 10*x^2 ] [ 5 ] [ 2, 9*x ] [ 6, 2*x, 11*x^2 ] [ 6, 8*x, 8*x^2 ] [ 1, 5*x, 2*x^2 ] [ 2, 10*x, 2*x^2 ] [ 5, 6*x, 11*x^2 ] [ 3, 10*x^2 ] [ 4, 4*x^2 ] [ 10, 4*x, 12*x^2 ] [ 11, 10*x, 12*x^2 ] [ 1, 9*x, 2*x^2 ] [ 2, 9*x, 4*x^2 ] [ 4, 4*x, 10*x^2 ] [ 7, 6*x, 6*x^2 ] [ 5, 5*x, 8*x^2 ] [ 11, 2*x, 7*x^2 ] [ 10, 2*x, 9*x^2 ] [ 6, 9*x, 2*x^2 ] [ 4, 5*x, 4*x^2 ] [ 10, 6*x, 8*x^2 ] [ x, x^2 ] [ 6, 10*x, 10*x^2 ] [ 12*x, 9*x^2 ] [ 2, 8*x, 7*x^2 ] [ 9, 9*x, 12*x^2 ] [ 8, 5*x, 8*x^2 ] [ 7, 10*x, 7*x^2 ] [ 11, 11*x ] [ 7, 6*x, 12*x^2 ] [ 2, 8*x ] [ 6, 12*x, 4*x^2 ] [ 3, 2*x, 5*x^2 ] [ 10*x, 3*x^2 ] [ 5, 12*x, x^2 ] [ 8, 9*x^2 ] [ 2*x, x^2 ] [ 6, 4*x^2 ] [ 3, 5*x, 12*x^2 ] [ 3, 3*x, 6*x^2 ] [ 6, 7*x ] [ 5, 11*x, 10*x^2 ] [ 10, 8*x, 3*x^2 ] [ 9, 11*x ] [ 1, 5*x, 12*x^2 ] [ 10, 2*x, 6*x^2 ] [ 1, x, 6*x^2 ] [ 12*x^2 ] [ 7, 6*x, 10*x^2 ] [ 3, 7*x, 7*x^2 ] [ 12, 5*x^2 ] [ 1, 2*x, 2*x^2 ] [ 2, x, 7*x^2 ] [ 9, x, 2*x^2 ] [ 2*x ] [ 6*x, x^2 ] [ 6, 12*x, 6*x^2 ] [ 2, 3*x, 11*x^2 ] [ 7, 9*x, 2*x^2 ] [ 7, 12*x, 4*x^2 ] [ 6, 9*x, 5*x^2 ] [ 9 ] [ 1, 11*x ] [ 3, x, 12*x^2 ] [ 3, 4*x, 4*x^2 ] [ 7, 9*x, x^2 ] [ 1, 5*x, x^2 ] [ 9, 3*x, 12*x^2 ] [ 8, 5*x^2 ] [ 2, 2*x^2 ] [ 5, 2*x, 6*x^2 ] [ 12, 5*x, 6*x^2 ] [ 7, 11*x, x^2 ] [ 1, 11*x, 2*x^2 ] [ 2, 2*x, 5*x^2 ] [ 10, 3*x, 3*x^2 ] [ 9, 9*x, 4*x^2 ] [ 12, x, 10*x^2 ] [ 5, x, 11*x^2 ] [ 3, 11*x, x^2 ] [ 2, 9*x, 2*x^2 ] [ 5, 3*x, 4*x^2 ] [ 7*x, 7*x^2 ] [ 3, 5*x, 5*x^2 ] [ 6*x, 11*x^2 ] [ 1, 4*x, 10*x^2 ] [ 11, 11*x, 6*x^2 ] [ 4, 9*x, 4*x^2 ] [ 10, 5*x, 10*x^2 ] [ 12, 12*x ] [ 10, 3*x, 6*x^2 ] [ 1, 4*x ] [ 3, 6*x, 2*x^2 ] [ 8, x, 9*x^2 ] [ 5*x, 8*x^2 ] [ 9, 6*x, 7*x^2 ] [ 4, 11*x^2 ] [ x, 7*x^2 ] [ 3, 2*x^2 ] [ 8, 9*x, 6*x^2 ] [ 8, 8*x, 3*x^2 ] [ 3, 10*x ] [ 9, 12*x, 5*x^2 ] [ 5, 4*x, 8*x^2 ] [ 11, 12*x ] [ 7, 9*x, 6*x^2 ] [ 5, x, 3*x^2 ] [ 7, 7*x, 3*x^2 ] [ 6*x^2 ] [ 10, 3*x, 5*x^2 ] [ 8, 10*x, 10*x^2 ] [ 6, 9*x^2 ] [ 7, x, x^2 ] [ 1, 7*x, 10*x^2 ] [ 11, 7*x, x^2 ] [ x ] [ 3*x, 7*x^2 ] [ 3, 6*x, 3*x^2 ] [ 1, 8*x, 12*x^2 ] [ 10, 11*x, x^2 ] [ 10, 6*x, 2*x^2 ] [ 3, 11*x, 9*x^2 ] [ 11 ] [ 7, 12*x ] [ 8, 7*x, 6*x^2 ] [ 8, 2*x, 2*x^2 ] [ 10, 11*x, 7*x^2 ] [ 7, 9*x, 7*x^2 ] [ 11, 8*x, 6*x^2 ] [ 4, 9*x^2 ] [ 1, x^2 ] [ 9, x, 3*x^2 ] [ 6, 9*x, 3*x^2 ] [ 10, 12*x, 7*x^2 ] [ 7, 12*x, x^2 ] [ 1, x, 9*x^2 ] [ 5, 8*x, 8*x^2 ] [ 11, 11*x, 2*x^2 ] [ 6, 7*x, 5*x^2 ] [ 9, 7*x, 12*x^2 ] [ 8, 12*x, 7*x^2 ] [ 1, 11*x, x^2 ] [ 9, 8*x, 2*x^2 ] [ 10*x, 10*x^2 ] [ 8, 9*x, 9*x^2 ] [ 3*x, 12*x^2 ] [ 7, 2*x, 5*x^2 ] [ 12, 12*x, 3*x^2 ] [ 2, 11*x, 2*x^2 ] [ 5, 9*x, 5*x^2 ] [ 6, 6*x ] [ 5, 8*x, 3*x^2 ] [ 7, 2*x ] [ 8, 3*x, x^2 ] [ 4, 7*x, 11*x^2 ] [ 9*x, 4*x^2 ] [ 11, 3*x, 10*x^2 ] [ 2, 12*x^2 ] [ 7*x, 10*x^2 ] [ 8, x^2 ] [ 4, 11*x, 3*x^2 ] [ 4, 4*x, 8*x^2 ] [ 8, 5*x ] [ 11, 6*x, 9*x^2 ] [ 9, 2*x, 4*x^2 ] [ 12, 6*x ] [ 10, 11*x, 3*x^2 ] [ 9, 7*x, 8*x^2 ] [ 10, 10*x, 8*x^2 ] [ 3*x^2 ] [ 5, 8*x, 9*x^2 ] [ 4, 5*x, 5*x^2 ] [ 3, 11*x^2 ] [ 10, 7*x, 7*x^2 ] [ 7, 10*x, 5*x^2 ] [ 12, 10*x, 7*x^2 ] [ 7*x ] [ 8*x, 10*x^2 ] [ 8, 3*x, 8*x^2 ] [ 7, 4*x, 6*x^2 ] [ 5, ** WARNING: Output too long, hence truncated. '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:19:02 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob eq (7*x+3)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:19:02 on modular [Seed = 1247320380] ------------------------------------- 1 8*x + 2 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:19:14 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob eq (x+3)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:19:13 on modular [Seed = 1331534894] ------------------------------------- 8*x + 2 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:19:31 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob eq (x^2+2)) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:19:31 on modular [Seed = 1969727078] ------------------------------------- 8*x + 2 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:19:57 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob-x^2+2 eq 0) then i;end if; end for; Modexp(xx, 213, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:19:57 on modular [Seed = 2053679479] ------------------------------------- 706 8*x + 2 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:20:04 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob-x^2+2 eq 0) then i;end if; end for; Modexp(xx, 706, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:20:04 on modular [Seed = 2137893963] ------------------------------------- 706 x^2 + 11 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:20:13 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=2+x^2; z:=P!1; q:=0; for i in [0..(61*12)] do bob:=Modexp(xx, i, x^3-x+1); if (bob-(x^2+2) eq 0) then i;end if; end for; Modexp(xx, 706, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:20:13 on modular [Seed = 1735767130] ------------------------------------- x^2 + 11 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:21:06 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=-2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:21:06 on modular [Seed = 1820245918] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 11ni = 24na[i] = 1322, a[i/2] = 20nb[i] = 3157, b[i/2] = 49nlogx(y) = 180 / 162 n576 6*x^2 + 3*x + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:22:28 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=-2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); for i in [0..(61*12)] do bob:=Modexp(xx,i,x^3-x+1); if (bob-(x^3-2) eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:22:27 on modular [Seed = 285459122] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 11ni = 24na[i] = 1322, a[i/2] = 20nb[i] = 3157, b[i/2] = 49nlogx(y) = 180 / 162 n576 6*x^2 + 3*x + 6 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:22:42 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=-2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); for i in [0..(61*12)] do bob:=Modexp(xx,i,x^3-x+1); if (bob-(x^2-2) eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:22:42 on modular [Seed = 369411140] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 11ni = 24na[i] = 1322, a[i/2] = 20nb[i] = 3157, b[i/2] = 49nlogx(y) = 180 / 162 n576 6*x^2 + 3*x + 6 706 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:23:21 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=3+7*x; yy:=-2+x^2; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Modexp(xx, 706, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:23:20 on modular [Seed = 1233528] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = 7*x + 3, y = x^2 + 11ni = 24na[i] = 1322, a[i/2] = 20nb[i] = 3157, b[i/2] = 49nlogx(y) = 180 / 162 n576 6*x^2 + 3*x + 6 x^2 + 11 Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Thu Sep 23 23:24:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 23:24:39 on modular [Seed = 102028321] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.500 seconds, Total memory usage: 5.35MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:25:18 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); Modexp(xx, 706, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:25:18 on modular [Seed = 186243525] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 722 n365 x^2 + 7*x + 9 10*x^2 + 6 Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Thu Sep 23 23:25:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 23:25:33 on modular [Seed = 807592653] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.860 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Thu Sep 23 23:28:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 23:28:28 on modular [Seed = 925229627] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,10000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.850 seconds, Total memory usage: 4.79MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:28:33 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); for i in [0..(61*12)] do bob:=Modexp(xx,i,x^3-x+1); if (bob-yy eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:28:33 on modular [Seed = 992603658] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 722 n365 x^2 + 7*x + 9 30 91 152 213 274 335 396 457 518 579 640 701 Total time: 0.210 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:29:00 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod (61*12); llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod (61*12); printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb,(61*12)); ans:=(nn*llt) mod (61*12); ans; //ans:=(61*12); Modexp(xx, ans, x^3-x+1); for i in [0..(61*12)] do bob:=Modexp(xx,i,x^3-x+1); if (bob-yy eq 0) then i; end if; end for; Modexp(xx, 30, x^3-x+1); Output: Magma V2.11-6 Thu Sep 23 2004 23:29:00 on modular [Seed = 540210444] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 722 n365 x^2 + 7*x + 9 30 91 152 213 274 335 396 457 518 579 640 701 x + 10 Total time: 0.210 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Thu Sep 23 23:29:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 23 2004 23:29:29 on modular [Seed = 674954721] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,10000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.569 seconds, Total memory usage: 5.35MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:30:14 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod 61; llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod 61; printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb, 61); ans:=(nn*llt) mod 61; ans; //ans:=61; Modexp(xx, ans, x^3-x+1); for i in [0..(61*12)] do bob:=Modexp(xx,i,x^3-x+1); if (bob-yy eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:30:13 on modular [Seed = 775748539] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 51 n30 x + 10 30 91 152 213 274 335 396 457 518 579 640 701 Total time: 0.200 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:30:38 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod 61; llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod 61; printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb, 61); ans:=(nn*llt) mod 61; ans; //ans:=61; Modexp(xx, ans, x^3-x+1); for i in [0..61] do bob:=Modexp(xx,i,x^3-x+1); if (bob-yy eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:30:38 on modular [Seed = 3552642653] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 51 n30 x + 10 30 Total time: 0.190 seconds, Total memory usage: 3.56MB '203.217' ************** MAGMA ***************** Host 203.217.8.66 (203.217.8.66) Time: Thu Sep 23 23:34:00 2004 Input: Z13:=FiniteField(13); P:=PolynomialRing(Z13); // Demonstrate that the order of +6 and +10 is 61: Modexp(x+6, 60, x^3-x+1); Modexp(x+6, 61, x^3-x+1); Modexp(x+10, 60, x^3-x+1); Modexp(x+10, 61, x^3-x+1); zlist:=[* *]; nlist:=[* *]; mlist:=[* *]; i:=0; n:=0; m:=0; xx:=x+6; yy:=x+10; z:=P!1; q:=0; while (q eq 0) do i+:=1; a:=Terms(z)[1]; if (a lt 5) then z:=yy*z mod (x^3-x+1); Append(~zlist, z); Append(~nlist, n); m:=m+1; Append(~mlist, m); elif (a lt 9) then z:=z^2 mod (x^3-x+1); Append(~zlist, z); n:=2*n; Append(~nlist, n); m:=2*m; Append(~mlist, m); else z:=xx*z mod (x^3-x+1); Append(~zlist, z); n:=n+1; Append(~nlist, n); Append(~mlist, m); end if; if ((i mod 2) eq 0) then if (zlist[i] eq zlist[Integers()!(i/2)]) then q:=1; end if; end if; end while; printf "x = %o, y = %oni = %ona[i] = %o, a[i/2] = %onb[i] = %o, b[i/2] = %on", xx, yy, i, mlist[i], mlist[Integers()!(i/2)], nlist[i], nlist[Integers()!(i/2)]; /* :. let n[i] = n1, n[i/2] = n2, and similarly let m[i] = m¬1, m[i/2] = m2 :. xn1ym1 = xn2ym2 :. xn1-n2 = ym2-m1 :. (n1-n2) log x = (m2-m1) log y :. log y/log x = log x y = (n1-n2)/(m2-m1) n1, n2, m1, and m2 can all be used mod 61, which we have shown is the order of both our elements. Modular division using Gauss’ Algorithm can find 1/(m2-m1) for us. */ llt:= (nlist[i]-nlist[Integers()!(i/2)]) mod 61; llb:= (mlist[Integers()!(i/2)]-mlist[i]) mod 61; printf "logx(y) = %o / %o n", llt, llb; oo,nn,kk:=XGCD(llb, 61); ans:=(nn*llt) mod 61; ans; //ans:=61; //Confirm our solution Modexp(xx, ans, x^3-x+1); //Just to make sure, do a brute force check… for i in [0..61] do bob:=Modexp(xx,i,x^3-x+1); if (bob-yy eq 0) then i; end if; end for; Output: Magma V2.11-6 Thu Sep 23 2004 23:34:00 on modular [Seed = 3687386915] ------------------------------------- x^2 + 7*x + 9 1 x^2 + 3*x + 8 1 x = x + 6, y = x + 10ni = 30na[i] = 86, a[i/2] = 76nb[i] = 99, b[i/2] = 94nlogx(y) = 5 / 51 n30 x + 10 30 Total time: 0.200 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Thu Sep 23 23:40:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-639043724,6199188881872]); f := P!Reverse([206,0,45732,0,282014]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Sep 23 2004 23:39:41 on modular [Seed = 3403160935] ------------------------------------- 4 Point [ 1, 449, 2551, 6558 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 4506 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:01:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-16819,-4524,-43344,-5976,-31068]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:01:55 on modular [Seed = 3942135689] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.960 seconds, Total memory usage: 4.73MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:06:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:06:34 on modular [Seed = 2576041347] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.520 seconds, Total memory usage: 4.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:10:42 2004 Input: S:Magma; [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]] Output: Magma V2.11-6 Fri Sep 24 2004 00:10:42 on modular [Seed = 2274711701] ------------------------------------- >> S:Magma; ^ User error: Identifier 'S' has not been declared or assigned >> [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:10:53 2004 Input: [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]] Output: Magma V2.11-6 Fri Sep 24 2004 00:10:53 on modular [Seed = 2342081686] ------------------------------------- >> [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:11:35 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]] Output: Magma V2.11-6 Fri Sep 24 2004 00:11:35 on modular [Seed = 2996858261] ------------------------------------- >> [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:12:35 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]] Output: Magma V2.11-6 Fri Sep 24 2004 00:12:35 on modular [Seed = 3064228181] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:13:52 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]] FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1] Output: Magma V2.11-6 Fri Sep 24 2004 00:13:52 on modular [Seed = 3131598058] ------------------------------------- >> FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1] ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:14:38 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]]; FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:14:37 on modular [Seed = 2729475295] ------------------------------------- >> FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error in 'FourDescendentAscent': Bad argument types Argument types given: SeqEnum[SeqEnum[AlgMatElt]], SeqEnum[FldRatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:15:40 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:15:40 on modular [Seed = 2796845210] ------------------------------------- >> FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error in 'FourDescendentAscent': Bad argument types Argument types given: SeqEnum[AlgMatElt], SeqEnum[FldRatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:17:12 2004 Input: M := [MatrixAlgebra(IntegerRing(),4) | [IntegerRing() | 2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing() | 1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:17:12 on modular [Seed = 2898162228] ------------------------------------- >> FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error in 'FourDescendentAscent': Bad argument types Argument types given: SeqEnum[AlgMatElt], SeqEnum[FldRatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:18:23 2004 Input: M:= [ MatrixAlgebra(IntegerRing(), 4) | [ IntegerRing() | 0, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 1, 0, 1, 0 ], [ IntegerRing() | 0, 0, 1, 0, 0, 1, 0, -2, 1, 0, 1, 0, 0, -2, 0, -1788 ]]; FourDescendentAscent(M,[296,-190,8,5]); Output: Magma V2.11-6 Fri Sep 24 2004 00:18:23 on modular [Seed = 1346547980] ------------------------------------- Elliptic Curve defined by y^2 + x*y = x^3 + x^2 - 448*x - 560 over Rational Field (-16972257609834005/1573759439985769 : -3174310232790970662719860/6243203946899\ 8727164853 : 1) Total time: 0.200 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:20:31 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]]; FourDescendantAscent(M[1],[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:20:30 on modular [Seed = 1481292165] ------------------------------------- >> FourDescendantAscent(M[1],[-10001/1430,22149/2860,-8001/715,1]);; ^ User error: Identifier 'FourDescendantAscent' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:20:44 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]]; FourDescendentAscent(M[1],[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:20:44 on modular [Seed = 1548664211] ------------------------------------- >> FourDescendentAscent(M[1],[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error in 'FourDescendentAscent': Bad argument types Argument types given: SeqEnum[AlgMatElt], SeqEnum[FldRatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:21:01 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]]; FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:21:00 on modular [Seed = 1079157183] ------------------------------------- >> FourDescendentAscent(M,[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error in 'FourDescendentAscent': Bad argument types Argument types given: SeqEnum[SeqEnum[AlgMatElt]], SeqEnum[FldRatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:21:46 2004 Input: M := [PowerSequence(MatrixAlgebra(IntegerRing(),4))| [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|1,1,7,8,1,4,-1,3,7,-1,-6,0,8,3,0,-18], [IntegerRing()|29,-2,2,1,-2,-8,1,-3,2,1,1,5,1,-3,5,-7]], [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|3,4,1,6,4,-3,-4,5,1,-4,7,-3,6,5,-3,-13], [IntegerRing()|6,11,1,9,11,-16,-16,6,1,-16,8,-5,9,6,-5,37]]]; FourDescendentAscent(M(1),[-10001/1430,22149/2860,-8001/715,1]); Output: Magma V2.11-6 Fri Sep 24 2004 00:21:45 on modular [Seed = 1146529230] ------------------------------------- >> FourDescendentAscent(M(1),[-10001/1430,22149/2860,-8001/715,1]);; ^ Runtime error: Bad argument types Argument types given: RngIntElt, SeqEnum[SeqEnum[AlgMatElt]] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:22:59 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,1,1,0,1,1,-2,-1,1,-2,2,0,0,-1,0,-4], [IntegerRing()|8,14,1,6,14,-13,-12,-41,1,-12,-54,10,6,-41,10,8]]; FourDescendentAscent(M,[6922893:4192078:5786971:-6750541]); Output: Magma V2.11-6 Fri Sep 24 2004 00:22:59 on modular [Seed = 1213900856] ------------------------------------- >> FourDescendentAscent(M,[6922893:4192078:5786971:-6750541]);; ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:23:11 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,1,1,0,1,1,-2,-1,1,-2,2,0,0,-1,0,-4], [IntegerRing()|8,14,1,6,14,-13,-12,-41,1,-12,-54,10,6,-41,10,8]]; FourDescendentAscent(M,[6922893,4192078,5786971,-6750541]); Output: Magma V2.11-6 Fri Sep 24 2004 00:23:11 on modular [Seed = 1918931470] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field (-289811903635944876943346242185387756761942873038470823444900/9449892735571264\ 8752302553197563523811346321204484665601 : -240331728293716523356076751730573936405118002844309769601626405623151233059691\ 05153731210/9186293531023504179275156181259805381669440813179378447176396976678\ 96527103484758401 : 1) Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:25:19 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|2,7,4,5,7,-4,1,0,4,1,6,10,5,0,10,-10], [IntegerRing()|1,-10,4,-6,-10,4,-1,7,4,-1,-19,-1,-6,7,-1,-7]]; FourDescendentAscent(M,[-20002, 22149, -32004, 2860]); Output: Magma V2.11-6 Fri Sep 24 2004 00:25:18 on modular [Seed = 2053675655] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field (43746204335257537537453446149627967557553447068881/578719651900980438390967150\ 6708018647221655625 : -13946931353070648347583044607488075283215208184412794673\ 0373404052466036404/44025302153010730972919461895459024698899370878765645726810\ 4451453125 : 1) Total time: 0.200 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:26:53 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,1,1,0,1,1,-2,-1,1,-2,2,0,0,-1,0,-4], [IntegerRing()|8,14,1,6,14,-13,-12,-41,1,-12,-54,10,6,-41,10,8]]; FourDescendentAscent(M,[6923173:-15896:6366555:6511750]); Output: Magma V2.11-6 Fri Sep 24 2004 00:26:53 on modular [Seed = 1668382781] ------------------------------------- >> FourDescendentAscent(M,[6923173:-15896:6366555:6511750]);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:27:15 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,1,1,0,1,1,-2,-1,1,-2,2,0,0,-1,0,-4], [IntegerRing()|8,14,1,6,14,-13,-12,-41,1,-12,-54,10,6,-41,10,8]]; FourDescendentAscent(M,[6923173,-15896,6366555,6511750]); Output: Magma V2.11-6 Fri Sep 24 2004 00:27:15 on modular [Seed = 1735754775] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field (-289811903635944876943346242185387756761942873038470823444900/9449892735571264\ 8752302553197563523811346321204484665601 : -240331728293716523356076751730573936405118002844309769601626405623151233059691\ 05153731210/9186293531023504179275156181259805381669440813179378447176396976678\ 96527103484758401 : 1) Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:28:04 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,1,1,0,1,1,-2,-1,1,-2,2,0,0,-1,0,-4], [IntegerRing()|8,14,1,6,14,-13,-12,-41,1,-12,-54,10,6,-41,10,8]]; FourDescendentAscent(M,[159121463,-91004904,25521538,27893841]); Output: Magma V2.11-6 Fri Sep 24 2004 00:28:04 on modular [Seed = 1752861551] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 9628609*x over Rational Field (-289811903635944876943346242185387756761942873038470823444900/9449892735571264\ 8752302553197563523811346321204484665601 : -240331728293716523356076751730573936405118002844309769601626405623151233059691\ 05153731210/9186293531023504179275156181259805381669440813179378447176396976678\ 96527103484758401 : 1) Total time: 0.190 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:30:45 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]]; FourDescendantAscent(M,[71875, -18435, -84302, 98292]); Output: Magma V2.11-6 Fri Sep 24 2004 00:30:44 on modular [Seed = 386266288] ------------------------------------- >> FourDescendantAscent(M,[71875, -18435, -84302, 98292]);; ^ User error: Identifier 'FourDescendantAscent' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:30:52 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|4,6,3,0,6,-4,-2,-3,3,-2,-10,1,0,-3,1,12], [IntegerRing()|16,4,7,7,4,16,0,3,7,0,-3,3,7,3,3,-1]]; FourDescendentAscent(M,[71875, -18435, -84302, 98292]); Output: Magma V2.11-6 Fri Sep 24 2004 00:30:52 on modular [Seed = 453638324] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 43864129*x over Rational Field (43746204335257537537453446149627967557553447068881/578719651900980438390967150\ 6708018647221655625 : -13946931353070648347583044607488075283215208184412794673\ 0373404052466036404/44025302153010730972919461895459024698899370878765645726810\ 4451453125 : 1) Total time: 0.200 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:33:00 2004 Input: M := [MatrixAlgebra(IntegerRing(),4)| [IntegerRing()|0,2,9,1,2,1,2,-6,9,2,14,-12,1,-6,-12,-19], [IntegerRing()|4,-1,-3,10,-1,-5,6,-2,-3,6,2,-18,10,-2,-18,27]]; FourDescendentAscent(M,[63 , 107, 24,35 ]); Output: Magma V2.11-6 Fri Sep 24 2004 00:33:00 on modular [Seed = 470744627] ------------------------------------- Elliptic Curve defined by y^2 = x^3 - 103066931*x + 401530023734 over Rational Field (3230717510587231269454658617622977/580523544658086431876340212641 : -7717958919294374071579691708473605933788539402270/4423130546849364448041900492\ 11425337244072689 : 1) Total time: 0.210 seconds, Total memory usage: 3.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:40:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6620329,0]); f := P!Reverse([-12147,-6196,-29424,-7048,-18940]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:40:44 on modular [Seed = 857855788] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 6620329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 72823619*x + 238477491238 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.710 seconds, Total memory usage: 5.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:41:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6620329,0]); f := P!Reverse([-6723,-9628,-35856,-24568,-36188]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:41:00 on modular [Seed = 925225784] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 6620329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 72823619*x + 238477491238 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.550 seconds, Total memory usage: 4.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:41:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-6620329,0]); f := P!Reverse([-19,-23,208845,12016514,193682716]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:41:20 on modular [Seed = 992599832] ------------------------------------- 4 Point [ 1, 592, 2301, 658 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1049, 1721, 1314 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2867, 3434, 694 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3097, 5489, 5065 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5185, 5730, 1455 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 6620329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 95238081*x over Rational Field function(p) ... end function (55253910559820023939903852852849268432028847123009/527083679160076333170550994\ 6514764485414904676 : 149982665761561213338077001376982635163178639177394882478\ 917660972786740665/382665538635782505070363736908426832092942763599094069876889\ 043976424 : 1) 106.77625767525128708257 Total time: 17.530 seconds, Total memory usage: 13.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:43:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-31775769,0]); f := P!Reverse([-24175,34408,-81438,52888,-53791]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:43:46 on modular [Seed = 1009703789] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 31775769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 349533459*x + 2507680137942 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.540 seconds, Total memory usage: 4.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:44:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-31775769,0]); f := P!Reverse([-20268,1848,-61920,2316,-53271]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:43:59 on modular [Seed = 540198780] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 31775769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 349533459*x + 2507680137942 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.790 seconds, Total memory usage: 5.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:44:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([3154,3432,-7233,-4782,6062]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 00:44:19 on modular [Seed = 607568724] ------------------------------------- 2 Point [ 1, 311, 538, 2184 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 4727 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:45:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([302,-96,-429,37020,88339]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 00:44:54 on modular [Seed = 792578106] ------------------------------------- Errors: /bin/sh: line 1: 4732 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:45:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-10029889,0]); f := P!Reverse([-8217,6640,49302,-6640,-8217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:45:23 on modular [Seed = 3552654564] ------------------------------------- 4 Point [ 1, 1788, 5660, 1942 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3001, 1017, 4806 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5974, 4240, 4740 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 10029889*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 70274689*x over Rational Field function(p) ... end function (52266980720326701472463464315895785650626067402131685025/254407605018715152494\ 50354974982932447171132684729 : 37786572852991321845216246977663858732081986373\ 6412424840162650291773996450049443620/12832023146789133442794018887215861864713\ 0159300101802492342125283468122067 : 1) 123.33612749599204505557 Total time: 16.079 seconds, Total memory usage: 25.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:46:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-21427641,0]); f := P!Reverse([-5031,4320,-56790,26544,-139679]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:46:20 on modular [Seed = 3569759003] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 21427641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 235704051*x + 1388639702646 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.270 seconds, Total memory usage: 5.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:46:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-32982049,0]); f := P!Reverse([after); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:46:52 on modular [Seed = 3637133111] ------------------------------------- >> f := P!Reverse([after); ^ User error: bad syntax >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 32982049*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:48:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-32982049,0]); f := P!Reverse([3934,-6028,-12285,11292,15533]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 00:47:44 on modular [Seed = 3704503167] ------------------------------------- 2 Errors: /bin/sh: line 1: 4751 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:48:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([739,-739,-6651,10346,-2956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:48:16 on modular [Seed = 3234997891] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.869 seconds, Total memory usage: 16.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:49:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 00:48:47 on modular [Seed = 3302367928] ------------------------------------- Errors: /bin/sh: line 1: 4759 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:49:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([5,0,0,0,10922420]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:49:26 on modular [Seed = 3453955016] ------------------------------------- 4 Point [ 1, 372, 2016, 1632 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1857, 2911, 1351 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.219 seconds, Total memory usage: 16.83MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:50:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([5,0,0,0,10922420]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:49:59 on modular [Seed = 4041348820] ------------------------------------- 4 Point [ 1, 117, 7904, 534 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1250, 3241, 2583 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2999, 153, 468 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 4094, 2486, 126 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5736, 4086, 5453 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 6440, 3656, 5174 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 7522, 1251, 1113 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.850 seconds, Total memory usage: 16.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:51:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([-694,-1096,24396,57704,15556]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 00:50:43 on modular [Seed = 4108718596] ------------------------------------- 4 Point [ 1, 4291, 5683, 1042 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.219 seconds, Total memory usage: 18.37MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 00:51:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([-694,-1096,24396,57704,15556]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 00:51:12 on modular [Seed = 4176092779] ------------------------------------- 4 Point [ 1, 1692, 3887, 40 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 4804, 7837, 4994 ] was singular mod 8009 and ignored at the #3 lift Errors: /bin/sh: line 1: 4779 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:12:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); f := P!Reverse([154609561,224185834,19683163633,8874208848,579148473024]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:12:34 on modular [Seed = 2980273184] ------------------------------------- Errors: /bin/sh: line 1: 4834 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:13:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); f := P!Reverse([-8929799,-2591330,23523434797,202161250620,-8408528425404]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:13:15 on modular [Seed = 3131594498] ------------------------------------- Errors: /bin/sh: line 1: 4841 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:14:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-36741577919,0,-35339220302400000000,0]); f := P!Reverse([-674,0,19777624897,0,-131652665964232704]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:13:48 on modular [Seed = 3198964449] ------------------------------------- 4 Point [ 1, 663, 1280, 2154 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 663, 4727, 3853 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 4845 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:18:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); f := P!Reverse([23,0,224741094914,0,519535132904052734375]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:17:46 on modular [Seed = 2847622401] ------------------------------------- Errors: /bin/sh: line 1: 4858 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:18:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); f := P!Reverse([-23,0,224741094914,0,-519535132904052734375]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:18:22 on modular [Seed = 1396816927] ------------------------------------- Errors: /bin/sh: line 1: 4865 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:19:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-1,0,-4886878524254639331840,-54326190625369714087362857318400]); f := P!Reverse([1154,0,-449482189828,0,2349503913319501824]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 01:18:58 on modular [Seed = 1464186951] ------------------------------------- FourDescent( f: 1154*x^4 - 449482189828*x^2 + 2349503913319501824 ) Minimise( F: [ [894427314314045676083756344157798673842756337098647602659... ) MinimiseFDAtPrime( fd_in: [ [249307363221858595083957493413382261558150641260171807899..., prime: 577 ) MinimiseFDOnceAtPrime( fd_in: [ [483683963422406890721862522749025488369951841921058894738..., prime: 577 ) BoxMinimiseK1( fd_in: [ [483683963422406890721862522749025488369951841921058894738..., prime: 577 ) Extend3ToUnimodular( cc: [ ( 1 29 0 220), ( 0 1 0 412), ( 0 1 0 279) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 4886878524254639331840*x - 54326190625369714087362857318400 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.650 seconds, Total memory usage: 15.64MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:23:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([1070703286,990170228,683948465201,-175943019590,102965492879275]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:23:32 on modular [Seed = 1079160390] ------------------------------------- Errors: /bin/sh: line 1: 4882 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:24:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([5747,0,694431269681,0,18981196772300000000]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:24:19 on modular [Seed = 1146530453] ------------------------------------- Errors: /bin/sh: line 1: 4886 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:25:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([-184041,-227370,1015778068865,673824008626948,-343668591615468718]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:24:50 on modular [Seed = 1230743481] ------------------------------------- Errors: /bin/sh: line 1: 4891 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:25:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([-5747,0,694431269681,0,-18981196772300000000]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:25:23 on modular [Seed = 1885511393] ------------------------------------- Errors: /bin/sh: line 1: 4898 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:26:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([13938655761,-9242852286,663121253573,-376068336532,8142536011484]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:26:01 on modular [Seed = 1952881359] ------------------------------------- Errors: /bin/sh: line 1: 4902 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:27:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([4105,0,694431269681,0,26573675481220000000]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:27:23 on modular [Seed = 2020247825] ------------------------------------- Errors: /bin/sh: line 1: 4906 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:29:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([-34078626,57293976,805462547381,17627959823550,-2801154735041625]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:28:57 on modular [Seed = 1668387496] ------------------------------------- Errors: /bin/sh: line 1: 4913 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:29:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([68045167801,-118095562078,770977642241,-636409249280,1741880782600]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:29:30 on modular [Seed = 1735759503] ------------------------------------- Errors: /bin/sh: line 1: 4917 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:30:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,1,1,-37317792552409644788370,-2768741657274986655818438351454705]); f := P!Reverse([12406234,-16792648,-4187008500307,1269502711400206,-106154568982753469]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:30:06 on modular [Seed = 1769707749] ------------------------------------- Errors: /bin/sh: line 1: 4923 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:32:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([-70232382351,105981528468,10965855732728,-6404632755256,-398839791615964]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:32:28 on modular [Seed = 268623918] ------------------------------------- Errors: /bin/sh: line 1: 4930 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:33:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([-138021142871,-224213914128,11180513726498,13735078402416,-195731643087239]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:33:02 on modular [Seed = 335996104] ------------------------------------- Errors: /bin/sh: line 1: 4934 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:33:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([31471441156,38411764156,2707809849299,1054139726630,56772995556775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:33:36 on modular [Seed = 403368186] ------------------------------------- Errors: /bin/sh: line 1: 4938 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:34:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([31471441156,38411764156,2707809849299,1054139726630,56772995556775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:34:26 on modular [Seed = 51508147] ------------------------------------- Errors: /bin/sh: line 1: 4945 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:35:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([617830808975,-1102522104790,3408355865699,-2737953923292,3519109388844]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:35:08 on modular [Seed = 68613978] ------------------------------------- Errors: /bin/sh: line 1: 4950 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:36:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([-264980360025,-242525786610,2870835440759,2159645494376,-5924492746864]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:35:43 on modular [Seed = 135986037] ------------------------------------- Errors: /bin/sh: line 1: 4954 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:36:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([-47009,94018,2745457789727,-2745457836736,-37428926194450397936]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:36:18 on modular [Seed = 203357964] ------------------------------------- Errors: /bin/sh: line 1: 4958 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 01:37:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-20853211201924,0,-7855839241258755277440000,0]); f := P!Reverse([2658776453281,711985966276,11052106237448,1423971932552,10635105813124]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 01:36:50 on modular [Seed = 807584528] ------------------------------------- Errors: /bin/sh: line 1: 4962 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:04:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([739,-739,-6651,10346,-2956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:04:05 on modular [Seed = 1447350757] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.779 seconds, Total memory usage: 16.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:05:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([739,-739,-6651,10346,-2956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,12000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:05:19 on modular [Seed = 1514724384] ------------------------------------- 4 Point [ 1, 7988, 11864, 4116 ] was singular mod 12007 and ignored at the #1 lift Point [ 1, 7988, 143, 7891 ] was singular mod 12007 and ignored at the #1 lift Point [ 1, 8432, 6983, 5302 ] was singular mod 12007 and ignored at the #1 lift Point [ 1, 8432, 5024, 6705 ] was singular mod 12007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5135 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:06:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([739,-739,-6651,10346,-2956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:06:16 on modular [Seed = 1179959419] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.339 seconds, Total memory usage: 16.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:08:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:07:41 on modular [Seed = 1331546535] ------------------------------------- Errors: /bin/sh: line 1: 5146 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:09:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:08:59 on modular [Seed = 1986330415] ------------------------------------- Errors: /bin/sh: line 1: 5155 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:11:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([3159,-5404,15264,-30824,24324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:10:50 on modular [Seed = 1685515595] ------------------------------------- Errors: /bin/sh: line 1: 5169 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:13:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([5,0,0,0,10922420]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:12:55 on modular [Seed = 1618143682] ------------------------------------- 4 Point [ 1, 54, 6270, 6762 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 1048, 1619, 4397 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 1569, 5130, 3928 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 2204, 1681, 6107 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 3824, 3474, 318 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 3908, 3979, 5149 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 4898, 4097, 2954 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 4927, 721, 2036 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5637, 5373, 361 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.390 seconds, Total memory usage: 16.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:15:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-13653025,0]); f := P!Reverse([-694,-1096,24396,57704,15556]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:14:51 on modular [Seed = 1752883286] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13653025*x over Rational Field function(p) ... end function (772029711245523191757482328547411025061858121808947661240895/26118879047940675\ 417244299561402712100853872879455855129 : 6730245605550634716311784620914631109348951636461473269921425855666834051688877\ 19975105700/1334847957747869062004128926807015159293436926047222140922820595874\ 11134185195659133 : 1) 129.38974622971895200862 Total time: 19.079 seconds, Total memory usage: 18.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:16:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([58,112,-1158816,88030096,-1885707638]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:16:39 on modular [Seed = 285448595] ------------------------------------- 4 Point [ 1, 5389, 5802, 752 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.109 seconds, Total memory usage: 14.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:18:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([58,112,-1158816,88030096,-1885707638]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:17:55 on modular [Seed = 520983657] ------------------------------------- 4 Point [ 1, 5913, 3671, 5120 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 5194 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:19:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([-85,-89,8379,35118,27540]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:18:46 on modular [Seed = 453611544] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17164449*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.460 seconds, Total memory usage: 6.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:19:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([-85,-89,8379,35118,27540]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:19:37 on modular [Seed = 51480799] ------------------------------------- 4 Point [ 1, 1315, 5919, 4154 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 2985, 6416, 5085 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 3536, 703, 8538 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 6471, 703, 1469 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 7022, 6416, 4922 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 8692, 5919, 5853 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5206 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:20:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-17164449,0]); f := P!Reverse([1393,888,24642,-2664,12537]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:20:33 on modular [Seed = 135955356] ------------------------------------- Errors: /bin/sh: line 1: 5213 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:23:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-9628609,0]); f := P!Reverse([223,196,816,-18248,168452]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:23:05 on modular [Seed = 857848127] ------------------------------------- 4 Point [ 1, 4392, 4504, 4946 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 7862, 3259, 8177 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5222 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:24:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([2445,1793,-14670,-1793,2445]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:23:57 on modular [Seed = 1059960295] ------------------------------------- 4 Point [ 1, 2811, 6126, 2569 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 7154, 6977, 734 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5226 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:25:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([407,492,12096,-164664,891908]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:25:16 on modular [Seed = 975745203] ------------------------------------- Errors: /bin/sh: line 1: 5231 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:26:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([-5807,-740,60876,25552,-14104]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:26:18 on modular [Seed = 590458476] ------------------------------------- 4 Errors: /bin/sh: line 1: 5238 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:28:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-98863249,0]); f := P!Reverse([-5015,-8968,96642,302552,222017]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:27:49 on modular [Seed = 792568335] ------------------------------------- 4 Errors: /bin/sh: line 1: 5242 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:29:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([273,-512,-27306,125024,-108063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:28:52 on modular [Seed = 3569768757] ------------------------------------- 4 Errors: /bin/sh: line 1: 5249 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:30:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([-7,-9,5379,22686,-82516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 03:30:16 on modular [Seed = 3535822479] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12159169*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.760 seconds, Total memory usage: 8.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.62 (66.63.132.62) Time: Fri Sep 24 03:31:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-12159169,0]); f := P!Reverse([1807,544,8502,-21248,21983]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 03:31:31 on modular [Seed = 3737932504] ------------------------------------- Errors: /bin/sh: line 1: 5259 Killed nice -n 19 /usr/local/bin/magma '133.30.' ************** MAGMA ***************** Host 133.30.64.210 (133.30.64.210) Time: Fri Sep 24 04:07:43 2004 Input: P := PolynomialRing(RationalField(),9,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); Output: Magma V2.11-6 Fri Sep 24 2004 04:07:39 on modular [Seed = 2441282831] ------------------------------------- Time: 3.500 Total time: 3.700 seconds, Total memory usage: 8.89MB '133.30.' ************** MAGMA ***************** Host 133.30.64.210 (133.30.64.210) Time: Fri Sep 24 04:08:18 2004 Input: P := PolynomialRing(RationalField(),9,"grevlex"); I:= ideal

; time B := GroebnerBasis(I); time C := GroebnerBasis(I); Output: Magma V2.11-6 Fri Sep 24 2004 04:08:14 on modular [Seed = 2609450784] ------------------------------------- Time: 3.510 Time: 0.010 Total time: 3.720 seconds, Total memory usage: 8.89MB '83.117.' ************** MAGMA ***************** Host 83.117.0.238 (83.117.0.238) Time: Fri Sep 24 12:05:54 2004 Input: 1+1; Output: Magma V2.11-6 Fri Sep 24 2004 12:05:54 on modular [Seed = 1331317750] ------------------------------------- 2 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:41:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24117921,0]); f := P!Reverse([481,348,-70722,399708,-593667]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:41:35 on modular [Seed = 675119515] ------------------------------------- 4 Point [ 1, 1553, 3320, 2789 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1841, 5753, 433 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2054, 3492, 4569 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.070 seconds, Total memory usage: 6.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:42:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24117921,0]); f := P!Reverse([3274,0,0,0,29466]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:42:24 on modular [Seed = 623938905] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.539 seconds, Total memory usage: 5.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:43:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24117921,0]); f := P!Reverse([3274,0,0,0,29466]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:42:49 on modular [Seed = 557091140] ------------------------------------- 4 Point [ 1, 809, 4841, 1684 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 6453, 4367, 3529 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 24117921*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.309 seconds, Total memory usage: 5.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:43:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24117921,0]); f := P!Reverse([403,345,225,-2070,14508]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:43:26 on modular [Seed = 3720902111] ------------------------------------- 4 Point [ 1, 176, 2534, 6474 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2793, 1053, 7547 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3592, 7964, 2380 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7553 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:44:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-24117921,0]); f := P!Reverse([-95,-12,169248,3839864,24232860]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:44:04 on modular [Seed = 3569449996] ------------------------------------- 4 Point [ 1, 870, 3748, 7033 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2650, 1542, 5072 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5752, 2286, 473 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6251, 3264, 2292 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7560 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:45:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([59,37,981,-19862,154180]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:44:54 on modular [Seed = 3502602298] ------------------------------------- 4 Errors: /bin/sh: line 1: 7564 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:45:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([59,37,981,-19862,154180]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:45:25 on modular [Seed = 3453510980] ------------------------------------- 4 Point [ 1, 1758, 2615, 6216 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 2652, 6425, 1540 ] was singular mod 7001 and ignored at the #1 lift Errors: /bin/sh: line 1: 7569 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:46:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([59,37,981,-19862,154180]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:46:27 on modular [Seed = 3386663558] ------------------------------------- 4 Errors: /bin/sh: line 1: 7573 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:47:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([-4431,-844,50640,69208,17724]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:47:09 on modular [Seed = 3235212193] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.870 seconds, Total memory usage: 15.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:48:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([-5155,-7644,32670,32004,65]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:48:01 on modular [Seed = 4243150801] ------------------------------------- 4 Point [ 1, 2965, 1321, 2498 ] was singular mod 6521 and ignored at the #1 lift Point [ 1, 5618, 3430, 2294 ] was singular mod 6521 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.379 seconds, Total memory usage: 15.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:49:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([58,0,0,0,2582218]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:49:21 on modular [Seed = 4176302949] ------------------------------------- 4 Point [ 1, 2806, 851, 1285 ] was singular mod 6521 and ignored at the #3 lift Point [ 1, 4001, 3165, 4906 ] was singular mod 6521 and ignored at the #1 lift Point [ 1, 4004, 4494, 5971 ] was singular mod 6521 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.769 seconds, Total memory usage: 14.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:50:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37442161,0]); f := P!Reverse([58,0,0,0,2582218]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:50:03 on modular [Seed = 4041562951] ------------------------------------- 4 Point [ 1, 14, 2078, 4999 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 4261, 3466, 4586 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 4922, 2861, 7991 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7171, 7913, 2828 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37442161*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.530 seconds, Total memory usage: 14.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:51:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15233409,0]); f := P!Reverse([-1403,640,45024,108832,64564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:51:12 on modular [Seed = 3975759488] ------------------------------------- 4 Point [ 1, 818, 2081, 560 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2505, 2052, 4365 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5680, 2946, 7164 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 15233409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15233409*x over Rational Field function(p) ... end function (12461484973218845670834492159411892509867583690406108117679835452/319170354784\ 7756183498205354587925118066636017993090453933841 : -363964789551038766407834710963851008439012692861868289270876265483962688721687\ 31670790410659650/5702086740620911424206521667545059933810094129566340534344454\ 240010318396026059327504453639 : 1) 139.66248340745983114175 Total time: 20.920 seconds, Total memory usage: 11.95MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:53:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22420225,0]); f := P!Reverse([2221,-4323,3444,-2697,3391]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:52:55 on modular [Seed = 3959308576] ------------------------------------- 4 Point [ 1, 530, 7198, 1832 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3576, 7430, 1483 ] was singular mod 8009 and ignored at the #3 lift Errors: /bin/sh: line 1: 7607 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:54:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22420225,0]); f := P!Reverse(([-2841,3788,45456,53032,11364]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:53:59 on modular [Seed = 3790883690] ------------------------------------- >> f := P!Reverse(([-2841,3788,45456,53032,11364]); ^ User error: bad syntax >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 22420225*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:54:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22420225,0]); f := P!Reverse([-2841,3788,45456,53032,11364]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:54:12 on modular [Seed = 2642949925] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 22420225*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22420225*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.260 seconds, Total memory usage: 21.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:55:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22420225,0]); f := P!Reverse([-271,344,70704,526544,1039204]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:55:01 on modular [Seed = 2593077203] ------------------------------------- 4 Point [ 1, 86, 1168, 1211 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5580, 7466, 2532 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7622 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:56:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-22420225,0]); f := P!Reverse([10,0,0,0,8968090]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Fri Sep 24 2004 23:55:48 on modular [Seed = 2441362569] ------------------------------------- 4 Point [ 1, 1789, 3641, 2713 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7629 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:57:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37540129,0]); f := P!Reverse([-2147,-3480,44184,108096,49636]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:56:47 on modular [Seed = 2375557294] ------------------------------------- 4 Point [ 1, 4380, 1706, 3084 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.969 seconds, Total memory usage: 13.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:58:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37540129,0]); f := P!Reverse([1114,0,0,0,134794]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:57:47 on modular [Seed = 2308711534] ------------------------------------- 4 Point [ 1, 831, 6864, 7912 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2121, 318, 6569 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2309, 2943, 1134 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 4475, 330, 6651 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.550 seconds, Total memory usage: 9.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Fri Sep 24 23:58:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37540129,0]); f := P!Reverse([137,231,297,-5082,66308]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Fri Sep 24 2004 23:58:30 on modular [Seed = 2240817215] ------------------------------------- 4 Point [ 1, 57, 1245, 4975 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 1244, 5764, 2160 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3147, 245, 7008 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5457, 5210, 6386 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37540129*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.879 seconds, Total memory usage: 9.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:00:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37540129,0]); f := P!Reverse([-15,28,124080,5752712,72837180]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:00:21 on modular [Seed = 3198882487] ------------------------------------- 4 Point [ 1, 2849, 2553, 614 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2952, 6861, 3965 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7650 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:01:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-47983329,0]); f := P!Reverse([1153,408,-41616,2448,41508]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:01:37 on modular [Seed = 3132036679] ------------------------------------- 4 Errors: /bin/sh: line 1: 7654 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:04:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-47983329,0]); f := P!Reverse([4618,0,0,0,41562]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:03:48 on modular [Seed = 2914517717] ------------------------------------- 4 Point [ 1, 67, 874, 44 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1664, 4066, 2718 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2054, 5364, 6378 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3871, 5309, 4054 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 4700, 5472, 910 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 47983329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 47983329*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.140 seconds, Total memory usage: 11.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:05:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-47983329,0]); f := P!Reverse([487,-637,2238,-12379,27823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:05:20 on modular [Seed = 2779777657] ------------------------------------- 4 Point [ 1, 268, 5501, 887 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7673 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:07:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-47983329,0]); f := P!Reverse([-703,948,45024,50552,-49764]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:06:43 on modular [Seed = 2712931881] ------------------------------------- 4 Errors: /bin/sh: line 1: 7677 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:08:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([173,-147,3414,-14661,24257]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:08:37 on modular [Seed = 1498216259] ------------------------------------- 4 Point [ 1, 1055, 1981, 3635 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 1195, 6327, 6947 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7686 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:09:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([173,-147,3414,-14661,24257]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:09:14 on modular [Seed = 1430322016] ------------------------------------- 4 Point [ 1, 2077, 53, 4823 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.769 seconds, Total memory usage: 12.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:11:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([1655,2648,-65538,161528,-106913]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:10:51 on modular [Seed = 1297671129] ------------------------------------- 4 Point [ 1, 564, 801, 5600 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 1911, 5819, 4603 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 2217, 5275, 2295 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 6996, 3878, 6339 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.899 seconds, Total memory usage: 11.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:12:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([1655,2648,-65538,161528,-106913]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:12:34 on modular [Seed = 1230829604] ------------------------------------- 4 Point [ 1, 450, 6520, 4174 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 519, 1359, 6310 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 720, 983, 7850 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 1379, 6125, 1410 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2870, 857, 7526 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5994, 669, 3896 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6121, 2159, 6033 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18515809*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.280 seconds, Total memory usage: 11.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:13:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([153,52,-81666,960596,-3066843]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:13:13 on modular [Seed = 1162933315] ------------------------------------- 4 Point [ 1, 1683, 2823, 2469 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3492, 1976, 926 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 4687, 3297, 3563 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 5670, 2144, 4697 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7546, 7700, 2412 ] was singular mod 8009 and ignored at the #3 lift Errors: /bin/sh: line 1: 7706 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:14:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18515809,0]); f := P!Reverse([26,0,0,0,2848586]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:13:54 on modular [Seed = 2120994723] ------------------------------------- 4 Point [ 1, 1771, 7034, 5577 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 2485, 7387, 399 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 7713 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:15:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52635025,0]); f := P!Reverse([1451,-1451,-13059,20314,-5804]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:15:19 on modular [Seed = 2037172465] ------------------------------------- 4 Point [ 1, 5152, 525, 3005 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 5152, 7484, 5004 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 5554, 735, 3458 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 5554, 7274, 4551 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 52635025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 52635025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.880 seconds, Total memory usage: 10.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:16:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52635025,0]); f := P!Reverse([1451,-1451,-13059,20314,-5804]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 00:15:47 on modular [Seed = 1969276121] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 52635025*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 52635025*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.510 seconds, Total memory usage: 10.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:16:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52635025,0]); f := P!Reverse([3071,-4680,5070,-23400,76775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:16:28 on modular [Seed = 1902428466] ------------------------------------- Errors: /bin/sh: line 1: 7726 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:17:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52635025,0]); f := P!Reverse([5,0,0,0,42108020]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:17:15 on modular [Seed = 1753077884] ------------------------------------- 4 Point [ 1, 3481, 7450, 2112 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 4135, 4262, 7080 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 4297, 4313, 1506 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 7735 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.109 (66.63.133.109) Time: Sat Sep 25 00:18:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-52635025,0]); f := P!Reverse([-5679,-7508,41724,49328,4776]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 00:17:54 on modular [Seed = 1685181513] ------------------------------------- 4 Errors: /bin/sh: line 1: 7739 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:12:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:12:09 on modular [Seed = 3148865687] ------------------------------------- Errors: /bin/sh: line 1: 9438 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:13:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-1069283275100,253352597540,-4944196555859,529370810346,-5718704313951]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:13:31 on modular [Seed = 2257771896] ------------------------------------- Errors: /bin/sh: line 1: 9443 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:14:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-2231755692656,3359076916776,-6807767226839,4198846145970,-3487118269775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 03:14:56 on modular [Seed = 2409354266] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.410 seconds, Total memory usage: 7.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:15:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-2231755692656,3359076916776,-6807767226839,4198846145970,-3487118269775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 03:15:34 on modular [Seed = 2325663993] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.560 seconds, Total memory usage: 7.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:16:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-1069283275100,253352597540,-4944196555859,529370810346,-5718704313951]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:16:06 on modular [Seed = 2525154501] ------------------------------------- Errors: /bin/sh: line 1: 9459 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:16:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-2231755692656,3359076916776,-6807767226839,4198846145970,-3487118269775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 03:16:46 on modular [Seed = 2676737444] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.680 seconds, Total memory usage: 7.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:17:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-2231755692656,3359076916776,-6807767226839,4198846145970,-3487118269775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 03:17:14 on modular [Seed = 1685077626] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.620 seconds, Total memory usage: 7.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:18:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([64733650884,104952423660,-4937900046203,-3547087319110,92587113540769]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:18:00 on modular [Seed = 1668757935] ------------------------------------- Errors: /bin/sh: line 1: 9479 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:19:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-59061830400,97687939680,47799108690001,-768403720918194,3403953109429569]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:18:40 on modular [Seed = 1870345691] ------------------------------------- Errors: /bin/sh: line 1: 9483 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:19:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-162296455100,286856399140,-5129118623639,4576040172468,-38536396778844]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:19:17 on modular [Seed = 1803497978] ------------------------------------- Errors: /bin/sh: line 1: 9487 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:20:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([-75153051900,-46782523380,-4936811383019,-1315342877870,-81205622398775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 03:20:16 on modular [Seed = 1885613348] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,8000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field Elliptic Curve defined by y^2 + x*y = x^3 - 2029618868982900897912970*x + 1112872991819139146923702415527076900 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.570 seconds, Total memory usage: 6.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:22:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); f := P!Reverse([21,0,586851077698033,0,-1566005291005583770953194304]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:22:18 on modular [Seed = 2137727665] ------------------------------------- Errors: /bin/sh: line 1: 9499 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:23:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); f := P!Reverse([9494,0,586851077698033,0,-3463883622405441246051936]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:22:57 on modular [Seed = 2070881998] ------------------------------------- Errors: /bin/sh: line 1: 9503 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.132.52 (66.63.132.52) Time: Sat Sep 25 03:23:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-9230260848514469640007985630,334438337831884796715017914060851818910900]); f := P!Reverse([-9494,0,586851077698033,0,3463883622405441246051936]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 03:23:28 on modular [Seed = 1280840152] ------------------------------------- Errors: /bin/sh: line 1: 9512 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:46:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17594,0,77387205,0]); f := P!Reverse([-20,-10,4439,1702,-240131]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:46:31 on modular [Seed = 1618274915] ------------------------------------- 4 Points( F: [ [ 1 0 1 1] [ 0 -1 -1 -1] [ 1 -1 -2 -1] [ 1 -1 -1 -3], ..., bound: 6000 ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/find_point.m", line 117, column 50: >> r := ShortVectors(Lattice(M),6*Floor(p^3) : ^ Runtime error in 'ShortVectors': Upper bound too large (would produce at least 1073741823 vectors) Elliptic Curve defined by y^2 = x^3 + 17594*x^2 + 77387205*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25795740*x - 50419176300 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.570 seconds, Total memory usage: 7.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:48:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17594,0,77387205,0]); f := P!Reverse([-20,-10,4439,1702,-240131]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:48:23 on modular [Seed = 1753015035] ------------------------------------- 4 Point [ 1, 61, 11, 149 ] was singular mod 601 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17594*x^2 + 77387205*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25795740*x - 50419176300 over Rational Field function(p) ... end function (21186817379201550806119605/45305541733307696164 : 97515218458691765800063960603082463075/304948844202235297240110851288 : 1) 55.99469139057396205316 Total time: 9.310 seconds, Total memory usage: 7.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:53:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve(0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:53:10 on modular [Seed = 2458263328] ------------------------------------- >> E := EllipticCurve(0,11926,0,35557365,0]); ^ User error: bad syntax 4 Point [ 1, 585, 574, 587 ] was singular mod 601 and ignored at the #3 lift >> E; ^ User error: Identifier 'E' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + x^2 - 11852460*x - 15709756500 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.960 seconds, Total memory usage: 27.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:53:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:53:37 on modular [Seed = 2659849035] ------------------------------------- 4 Point [ 1, 585, 574, 587 ] was singular mod 601 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 11926*x^2 + 35557365*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11852460*x - 15709756500 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.179 seconds, Total memory usage: 27.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:54:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:54:03 on modular [Seed = 2240874570] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 11926*x^2 + 35557365*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11852460*x - 15709756500 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.000 seconds, Total memory usage: 27.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:54:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:54:27 on modular [Seed = 2174028902] ------------------------------------- 4 Errors: /bin/sh: line 1: 21909 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:55:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:54:58 on modular [Seed = 2375614859] ------------------------------------- 4 Errors: /bin/sh: line 1: 21913 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:55:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:55:30 on modular [Seed = 2325612204] ------------------------------------- 4 Point [ 1, 204, 3813, 2024 ] was singular mod 7001 and ignored at the #3 lift Errors: /bin/sh: line 1: 21918 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:56:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:56:04 on modular [Seed = 3064085238] ------------------------------------- 4 Point [ 1, 1617, 3703, 5452 ] was singular mod 6521 and ignored at the #3 lift Point [ 1, 3030, 5024, 6000 ] was singular mod 6521 and ignored at the #3 lift Point [ 1, 4074, 5375, 3458 ] was singular mod 6521 and ignored at the #1 lift Errors: /bin/sh: line 1: 21922 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:57:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5961,0,11938,0,5961]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:56:39 on modular [Seed = 2997239505] ------------------------------------- Errors: /bin/sh: line 1: 21926 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:57:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5961,0,11938,0,5961]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:57:29 on modular [Seed = 3115136260] ------------------------------------- Errors: /bin/sh: line 1: 21933 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:58:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([-840,402,2917,-722,-2597]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 15:58:09 on modular [Seed = 2779851104] ------------------------------------- 4 Point [ 1, 1774, 1393, 3168 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2758, 4389, 4468 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 11926*x^2 + 35557365*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11852460*x - 15709756500 over Rational Field function(p) ... end function (153135047449355926584102873446095297896265610357078172321/19317896149797711796\ 222017161567856127642027056400 : -189501164281635787982381344754320291732050915\ 4229502985691691759486515308499816949081/84906265728773926999180069705202709262\ 149483584135126233294961256878488000 : 1) 125.024669204778703601732 Total time: 16.649 seconds, Total memory usage: 21.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 15:59:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6690,0,11189021,0]); f := P!Reverse([-439,192,6762,-1104,-25183]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 15:59:15 on modular [Seed = 2729848229] ------------------------------------- 4 Point [ 1, 1046, 1287, 2926 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 1112, 4774, 2858 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1883, 1487, 1799 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3137, 3700, 1595 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3265, 1153, 4964 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 21942 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.214 (66.63.133.214) Time: Sat Sep 25 16:00:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6690,0,11189021,0]); f := P!Reverse([761,-788,6984,-3512,15172]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 16:00:01 on modular [Seed = 3603061123] ------------------------------------- 4 Point [ 1, 2851, 2187, 3839 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 21954 Killed nice -n 19 /usr/local/bin/magma '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:25:31 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=995911976881150379710251245959795777578773753; s:=2683810400881278; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:25:29 on modular [Seed = 1836709955] ------------------------------------- [ <2, 2>, <3, 3>, <13, 1>, <127, 1>, <1493, 1>, <7963, 1>, <10193, 1>, <10909, 1>, <14081, 1>, <46229, 1>, <1125329, 1>, <5767653061, 1> ] Total time: 1.780 seconds, Total memory usage: 5.59MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:31:11 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=1020169266060477773800580920702507013464523497 s:=8450871743386024 FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:31:11 on modular [Seed = 2696164408] ------------------------------------- >> s:=8450871743386024 ^ User error: bad syntax >> FindGroupOrder2(p,s);; ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:31:39 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p := 1020169266060477773800580920702507013464523497; s := 8450871743386024; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:31:35 on modular [Seed = 2881437467] ------------------------------------- [ <2, 2>, <3, 4>, <857, 1>, <583859, 1>, <964721, 1>, <1219931, 1>, <1704763, 1>, <3415337, 1>, <918340739, 1> ] Total time: 3.299 seconds, Total memory usage: 5.68MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:33:05 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=1891134139996867428902217085790800258704289; s:=7913304399891981; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:33:03 on modular [Seed = 3720956213] ------------------------------------- [ <2, 5>, <3, 2>, <37, 1>, <47, 1>, <5693, 1>, <7583, 1>, <2765297, 1>, <11358199, 1>, <25020887, 1>, <111299719, 1> ] Total time: 1.340 seconds, Total memory usage: 5.58MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:35:55 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=1265232743963044962241; s:=113441386399696; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:35:55 on modular [Seed = 4075185486] ------------------------------------- [ <2, 4>, <3, 2>, <83, 1>, <139, 1>, <677, 1>, <1291, 1>, <20773, 1>, <41947, 1> ] Total time: 0.400 seconds, Total memory usage: 5.22MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sat Sep 25 16:38:10 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=116697788722930632888458913717583; s:=7373289191489984; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sat Sep 25 2004 16:38:09 on modular [Seed = 4226772445] ------------------------------------- [ <2, 9>, <3, 2>, <5, 1>, <17, 1>, <23, 1>, <2137, 1>, <6961, 1>, <172027, 1>, <202733, 1>, <24969289, 1> ] Total time: 0.680 seconds, Total memory usage: 5.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:06:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17594,0,77387205,0]); f := P!Reverse([-20,-10,4439,1702,-240131]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:06:48 on modular [Seed = 1548281674] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17594*x^2 + 77387205*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25795740*x - 50419176300 over Rational Field function(p) ... end function (21186817379201550806119605/45305541733307696164 : 97515218458691765800063960603082463075/304948844202235297240110851288 : 1) 55.99469139057396205316 Total time: 9.089 seconds, Total memory usage: 7.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:07:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19280,0,92929596,0]); f := P!Reverse([777,-204,-19214,2316,119721]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:07:32 on modular [Seed = 1498276467] ------------------------------------- 4 Point [ 1, 463, 387, 205 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 19280*x^2 + 92929596*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 30976537*x + 66348266855 over Rational Field function(p) ... end function (-68645620404703271330086837/11617987109916420725881 : 260083744831838278222400663711055755640/1252265267987428447756290894377779 : 1) 56.29134066097060440370 Total time: 7.480 seconds, Total memory usage: 13.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:08:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15616,0,60964860,0]); f := P!Reverse([-431,-596,15322,10788,-139479]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:07:55 on modular [Seed = 1346693893] ------------------------------------- 4 Point [ 1, 327, 58, 114 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15616*x^2 + 60964860*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 20321625*x - 35267024025 over Rational Field function(p) ... end function (157371174628917989958320175/11639105028186385819969 : -1846307781296310301004612718126500933880/1255681167275435710513694148137953 : 1) 56.90402190439939289490 Total time: 8.220 seconds, Total memory usage: 11.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:08:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19950,0,99500621,0]); f := P!Reverse([1177,-1364,-19344,11416,82916]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:08:21 on modular [Seed = 1247736113] ------------------------------------- 4 Point [ 1, 11, 154, 350 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 348, 262, 132 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 19950*x^2 + 99500621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33166879*x + 73519879650 over Rational Field function(p) ... end function (34425653362419460497032625/18788628047455783153081 : 354064308410760105702663481928171595330/2575387618112905256639177577058771 : 1) 57.015732460346974619369 Total time: 7.700 seconds, Total memory usage: 15.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:08:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2850,0,2030621,0]); f := P!Reverse([113,104,2874,1304,18169]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:08:45 on modular [Seed = 1179843877] ------------------------------------- 4 Point [ 1, 266, 258, 494 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 297, 452, 79 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 2850*x^2 + 2030621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 676879*x - 214339950 over Rational Field function(p) ... end function (-106206016483491318815182075/223231683519348541054081 : 7357902653255202186179077635821227890/105471167110824818295705626425729729 : 1) 57.22044242546307657448 Total time: 4.450 seconds, Total memory usage: 5.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:09:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19890,0,98903021,0]); f := P!Reverse([-103,180,19824,-16728,-955036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:09:05 on modular [Seed = 1112996301] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 19890*x^2 + 98903021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 32967679*x - 72858535230 over Rational Field function(p) ... end function (2200225792999803465683988433/273894957060084411438409 : 60931751797594578450478297393317143969790/143342856318455751160064862603792827 : 1) 57.46310114605495300565 Total time: 4.110 seconds, Total memory usage: 27.76MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:09:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16184,0,65480460,0]); f := P!Reverse([-71,68,16178,-7556,-920679]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:09:29 on modular [Seed = 2120926665] ------------------------------------- 4 Point [ 1, 28, 497, 159 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 225, 14, 382 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 345, 323, 121 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 473, 452, 119 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16184*x^2 + 65480460*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 21826825*x - 39242177975 over Rational Field function(p) ... end function (251962717631507158330404545/1536659336558430796321 : -3997834434552908216923428992830169278200/60237424993212596650596373815119 : 1) 57.49097868341266348579 Total time: 7.370 seconds, Total memory usage: 22.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:10:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12778,0,40819317,0]); f := P!Reverse([-227,178,3157,-1200,-11091]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:09:59 on modular [Seed = 2054078883] ------------------------------------- 4 Point [ 1, 9, 482, 117 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 21, 362, 407 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 28, 472, 242 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 131, 43, 122 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 442, 63, 242 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 12778*x^2 + 40819317*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 13606444*x - 19322640064 over Rational Field function(p) ... end function (62843880595424137152788435/13588365200703327025489 : 204646798265027638271600698627841278488/1583984092100771960514532487963737 : 1) 58.25925271614665490460 Total time: 6.360 seconds, Total memory usage: 14.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:10:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19980,0,99800096,0]); f := P!Reverse([2,0,-3264,-76704,3714434]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:10:25 on modular [Seed = 2003029128] ------------------------------------- 4 Point [ 1, 57, 100, 267 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 200, 342, 0 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 19980*x^2 + 99800096*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2079169*x + 1153938240 over Rational Field function(p) ... end function (12474447796097610383733903/42051183446703356198641 : -204654706452589280688143105127450814560/8623177663827820120472506725167561 : 1) 58.40263666420471366791 Total time: 3.220 seconds, Total memory usage: 8.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:10:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-11600,0,33639996,0]); f := P!Reverse([217,-172,-11534,4524,154713]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:10:51 on modular [Seed = 1853543819] ------------------------------------- 4 Point [ 1, 286, 181, 322 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 11600*x^2 + 33639996*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11213337*x + 14448987495 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.119 seconds, Total memory usage: 18.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:11:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-11600,0,33639996,0]); f := P!Reverse([217,-172,-11534,4524,154713]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:11:15 on modular [Seed = 1786695783] ------------------------------------- 4 Point [ 1, 255, 233, 996 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 630, 1007, 276 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 11600*x^2 + 33639996*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11213337*x + 14448987495 over Rational Field function(p) ... end function (4121218569064598669682039915/2185620303985701980776729 : -11604635643167492227419378716333005893480/323118686550941450785091492897055231\ 7 : 1) 58.93625331635376340955 Total time: 9.169 seconds, Total memory usage: 18.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:11:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18314,0,83850645,0]); f := P!Reverse([-1871,-1078,4349,1300,-2705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:11:42 on modular [Seed = 1718803542] ------------------------------------- 4 Point [ 1, 380, 79, 369 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18314*x^2 + 83850645*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27950220*x - 56866243500 over Rational Field function(p) ... end function (1688499211429557565307950230/111595654901881833439201 : -64396261143149424680970850492893621534000/37279572871282273141122941630117551 : 1) 58.94961216072309184710 Total time: 9.910 seconds, Total memory usage: 11.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:12:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16082,0,64657677,0]); f := P!Reverse([-47,68,16064,-11384,-1372604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:12:08 on modular [Seed = 1651955764] ------------------------------------- 4 Point [ 1, 213, 324, 250 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 365, 243, 467 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 383, 385, 369 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16082*x^2 + 64657677*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 21552564*x - 38504824956 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 4.459 seconds, Total memory usage: 18.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:12:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16082,0,64657677,0]); f := P!Reverse([-47,68,16064,-11384,-1372604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:12:25 on modular [Seed = 2659853529] ------------------------------------- 4 Point [ 1, 480, 746, 332 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16082*x^2 + 64657677*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 21552564*x - 38504824956 over Rational Field function(p) ... end function (184378840588502774887505436/9982416289874837016289 : -2415249992655929640616436855625113256642/997363603271972185048621243631663 : 1) 59.19878429003068731617 Total time: 5.370 seconds, Total memory usage: 18.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:13:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13170,0,43362221,0]); f := P!Reverse([57,-50,3309,-1468,47709]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:12:55 on modular [Seed = 2593005811] ------------------------------------- 4 Point [ 1, 137, 219, 354 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 372, 92, 57 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 438, 267, 243 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 488, 356, 237 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13170*x^2 + 43362221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 14454079*x - 21151112190 over Rational Field function(p) ... end function (-50556595897095470128925468237/23011696377195399802403721 : 1186692579880482404254044292956549444680/11038827651417858089943169235808017301\ 9 : 1) 60.13786817813200258342 Total time: 7.929 seconds, Total memory usage: 26.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:13:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7040,0,12390396,0]); f := P!Reverse([41,48,1784,1032,19017]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:13:22 on modular [Seed = 2525113370] ------------------------------------- 4 Point [ 1, 126, 301, 85 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 229, 173, 443 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 7040*x^2 + 12390396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 4130137*x - 3229295975 over Rational Field function(p) ... end function (-4095164041182488986569626277/3493768366744404237886609 : 698364498300208341047973937566803400320/6530420735681515284638206019544465977 : 1) 60.59600821177785689997 Total time: 8.800 seconds, Total memory usage: 9.76MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:13:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-14462,0,52287357,0]); f := P!Reverse([321,-228,-14144,3416,164644]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:13:48 on modular [Seed = 2441423651] ------------------------------------- 4 Point [ 1, 426, 416, 159 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 14462*x^2 + 52287357*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 17429124*x + 28000830816 over Rational Field function(p) ... end function (3608348439404635671255117654/1594955510878968387367009 : -25028468972527945535086831041155475075714/201429400539305047174327939592072347\ 3 : 1) 60.65839786910075304149 Total time: 10.449 seconds, Total memory usage: 5.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:14:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2562,0,1640957,0]); f := P!Reverse([41,44,2568,1352,40324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:14:25 on modular [Seed = 2375628610] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 2562*x^2 + 1640957*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 546991*x - 155705550 over Rational Field function(p) ... end function (-4637479496438935552642403707/10909552638242798844754321 : 740400859174306715418000581253207742482/36033828990135528160091605420266941881 : 1) 61.055344071728903543316 Total time: 2.960 seconds, Total memory usage: 5.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:14:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16634,0,69172485,0]); f := P!Reverse([-116,-106,4127,1918,-37019]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:14:47 on modular [Seed = 2308780912] ------------------------------------- 4 Point [ 1, 93, 305, 496 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 447, 7, 45 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16634*x^2 + 69172485*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 23057500*x - 42607669100 over Rational Field function(p) ... end function (13510944297696163924501126525/84454974442404860115364 : 1569745374794670705491572990056924565392015/24543576707901105620375839413310888 : 1) 61.51137762163401845327 Total time: 5.179 seconds, Total memory usage: 29.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:15:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12048,0,36288572,0]); f := P!Reverse([2833,876,12138,1860,12889]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:15:11 on modular [Seed = 2190882915] ------------------------------------- 4 Point [ 1, 453, 340, 481 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 12048*x^2 + 36288572*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 12096196*x - 16192752960 over Rational Field function(p) ... end function (-125761231214695415146581466222/62571231641517776665739449 : 25241899833622122103380102685540382493432/4949508283915466369385679801486425690\ 43 : 1) 61.83593729792980298043 Total time: 17.179 seconds, Total memory usage: 6.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:16:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17792,0,79138812,0]); f := P!Reverse([41,-48,4472,-2616,120969]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:15:49 on modular [Seed = 3198813061] ------------------------------------- 4 Point [ 1, 436, 182, 418 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 489, 150, 104 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17792*x^2 + 79138812*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 26379609*x - 52140731751 over Rational Field function(p) ... end function (-23848268565143119849280872165/8048679725137478158619281 : -265172576934771631027229004938333337712/22834261445443091876332916060524719929 : 1) 61.89411659937007925691 Total time: 16.859 seconds, Total memory usage: 12.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:16:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9282,0,21538877,0]); f := P!Reverse([673,-760,9594,-5320,32777]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:16:24 on modular [Seed = 3131967468] ------------------------------------- 4 Point [ 1, 344, 365, 426 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 399, 343, 470 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9282*x^2 + 21538877*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 7179631*x - 7404576270 over Rational Field function(p) ... end function (-20759905704041032404728323643/13419228557176870499791729 : -6697141465801664876493625025229864742254/4915767396585684604872288552737471143\ 3 : 1) 61.90678952327415629497 Total time: 8.550 seconds, Total memory usage: 5.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:16:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,3138,0,2461757,0]); f := P!Reverse([449,-352,3234,-1264,5617]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:16:49 on modular [Seed = 3047229642] ------------------------------------- 4 Point [ 1, 29, 451, 359 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 444, 400, 381 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 3138*x^2 + 2461757*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 820591*x - 286107150 over Rational Field function(p) ... end function (-19113252518251265086898537803/36523540239708803060288161 : 17272324605720615373364190058854799745634/2207289517592714489668546286672129058\ 41 : 1) 62.36590901935855413285 Total time: 7.639 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:17:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15426,0,59490365,0]); f := P!Reverse([1705,2310,5031,2874,2644]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:17:13 on modular [Seed = 2948272840] ------------------------------------- 4 Point [ 1, 117, 283, 9 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15426*x^2 + 59490365*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19830127*x - 33988810254 over Rational Field function(p) ... end function (-163918347070037113094072999847/63707828900760393493799524 : 15355573254211809269824242074650064439195/5084979512941036202540212637287847357\ 68 : 1) 62.58128923030862011955 Total time: 6.320 seconds, Total memory usage: 23.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:17:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7426,0,13786365,0]); f := P!Reverse([-15,0,7474,976,-915119]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:17:45 on modular [Seed = 2881426988] ------------------------------------- 4 Point [ 1, 444, 263, 186 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 452, 222, 372 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 7426*x^2 + 13786365*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 4595460*x - 3793284000 over Rational Field function(p) ... end function (21497455299073939554192938610/1251023634468853374665761 : -3126241249271114890122117603862098764974650/1399259524533802989161433936555335\ 759 : 1) 63.086840292711180211426 Total time: 4.419 seconds, Total memory usage: 16.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:18:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14418,0,51969677,0]); f := P!Reverse([2017,736,14514,2608,25889]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:18:09 on modular [Seed = 2813532680] ------------------------------------- 4 Point [ 1, 206, 39, 491 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14418*x^2 + 51969677*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17323231*x - 27751790430 over Rational Field function(p) ... end function (-162655121709463126861341810243/67710623010798723681634561 : -86910591089864218880187771189347301335034/557166780181833375975790921092633447\ 809 : 1) 63.74548646552032948875 Total time: 17.379 seconds, Total memory usage: 5.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:19:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4482,0,5022077,0]); f := P!Reverse([113,-104,4506,-2072,44761]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:18:45 on modular [Seed = 2746687080] ------------------------------------- 4 Point [ 1, 227, 164, 24 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 4482*x^2 + 5022077*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1674031*x - 833659470 over Rational Field function(p) ... end function (-101771735555811879465652435563/136361032811141968600531489 : -142301864834637250368166300298443192604094/15923385997699012821890565899344766\ 10737 : 1) 63.86125294253071160710 Total time: 14.720 seconds, Total memory usage: 5.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:19:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-14806,0,54804405,0]); f := P!Reverse([5,0,-3691,-258,686349]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:19:20 on modular [Seed = 3754648121] ------------------------------------- 4 Point [ 1, 18, 76, 149 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 39, 37, 242 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 14806*x^2 + 54804405*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 18268140*x + 30059183700 over Rational Field function(p) ... end function (266683822030373873689235861945/108157036598725525208340481 : 108049831694152401977240382626960448249200/112481777125676917455335694440019793\ 6129 : 1) 64.30250731802362906819 Total time: 7.759 seconds, Total memory usage: 12.07MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:19:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9530,0,22705221,0]); f := P!Reverse([-2,-2,2387,1334,-708311]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:19:46 on modular [Seed = 3687802839] ------------------------------------- 4 Point [ 1, 223, 160, 480 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 441, 427, 362 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9530*x^2 + 22705221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 7568412*x - 8011567980 over Rational Field function(p) ... end function (98915013354981413783837594490/1178862130838244002179969 : -31092398433620394812379884614437373653617640/127995448156015012011666381743788\ 2047 : 1) 64.34140638658352884249 Total time: 3.649 seconds, Total memory usage: 18.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:20:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4002,0,4003997,0]); f := P!Reverse([1433,-1944,4986,-2952,3281]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:20:13 on modular [Seed = 3553062880] ------------------------------------- 4 Point [ 1, 80, 463, 170 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 242, 105, 49 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 4002*x^2 + 4003997*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1334671*x - 593476590 over Rational Field function(p) ... end function (-161938714463820711272772283963/242314795060902797874688609 : -256687912986652193330609234556908086813134/37719844841516105507261390686724876\ 24977 : 1) 64.38001871580905799419 Total time: 4.740 seconds, Total memory usage: 5.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:20:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15408,0,59351612,0]); f := P!Reverse([1601,-2880,-13452,13248,34052]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:20:38 on modular [Seed = 3487265687] ------------------------------------- 4 Point [ 1, 17, 141, 214 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 355, 262, 5 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 425, 494, 339 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 15408*x^2 + 59351612*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19783876*x + 33869968320 over Rational Field function(p) ... end function (158510009202235042609444188738/66649629190187771793027169 : -8949095869109233990935719473039497730969128/5441224016647538787843778008398889\ 03697 : 1) 64.91468893895468283972 Total time: 7.019 seconds, Total memory usage: 5.48MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:21:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9008,0,20286012,0]); f := P!Reverse([-23,-28,2252,1492,-54671]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:21:03 on modular [Seed = 3420419978] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 9008*x^2 + 20286012*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 6762009*x - 6765749991 over Rational Field function(p) ... end function (57954566088887400058684591719/3436524792215656411884769 : -13774600471290666774678681321068922513436020/637058364177669519303051815168653\ 4353 : 1) 65.072267610897583267615 Total time: 6.179 seconds, Total memory usage: 12.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:21:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16262,0,66113157,0]); f := P!Reverse([804,-1530,-2969,3510,4269]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:21:24 on modular [Seed = 3352525741] ------------------------------------- 4 Point [ 1, 156, 96, 427 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16262*x^2 + 66113157*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 22037724*x + 39812344416 over Rational Field function(p) ... end function (985242725514255312860477883501/370398955109337921421489444 : 32047364522500651581620457182884130987844885/7128606287364580777156204957289967\ 129128 : 1) 65.35803035889229306576 Total time: 6.849 seconds, Total memory usage: 16.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:21:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16002,0,64015997,0]); f := P!Reverse([-4783,7764,11304,-11688,-10876]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:21:46 on modular [Seed = 3285679959] ------------------------------------- 4 Point [ 1, 56, 394, 233 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 140, 394, 50 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 166, 147, 220 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16002*x^2 + 64015997*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21338671*x - 37940128590 over Rational Field function(p) ... end function (1511406801356099229057711353117/270538561081107837321906001 : 583791872655924468191386139698455546185278746/444983352537572095861253134584479\ 6359001 : 1) 65.55706937025091463056 Total time: 4.519 seconds, Total memory usage: 10.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:22:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13872,0,48108092,0]); f := P!Reverse([41,52,-13830,-8996,1172881]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:22:04 on modular [Seed = 4293608317] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13872*x^2 + 48108092*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16036036*x + 24716852160 over Rational Field function(p) ... end function (1742095117837929890232342426146/756179831620607362682892721 : 13744652159344213067239394496437405965164360/2079398062149111200610129757488009\ 9585769 : 1) 66.17849956305938974310 Total time: 12.009 seconds, Total memory usage: 5.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:22:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10386,0,26967245,0]); f := P!Reverse([-436,-410,2457,1210,-3716]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:22:33 on modular [Seed = 4226762588] ------------------------------------- 4 Point [ 1, 100, 139, 53 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 258, 288, 191 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 437, 341, 185 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10386*x^2 + 26967245*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 8989087*x - 10373387934 over Rational Field function(p) ... end function (480773414922586931693188714753/138866868669645819951457444 : 2912917115974703124494646586532908347170775/16364320020174028884709693822472149\ 53128 : 1) 66.26228044973888131607 Total time: 4.629 seconds, Total memory usage: 6.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:23:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9570,0,22896221,0]); f := P!Reverse([1513,1416,10074,4536,15649]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:23:06 on modular [Seed = 4041493556] ------------------------------------- 4 Point [ 1, 43, 45, 203 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 44, 232, 254 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 281, 282, 332 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 457, 480, 59 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9570*x^2 + 22896221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 7632079*x - 8115426990 over Rational Field function(p) ... end function (-4941431965364094046807345990235/3099995178747854697530929921 : 20764923804092796976885553018517641814146670/1726002925939490532753142679560408\ 13489281 : 1) 67.36442874829786831014 Total time: 18.010 seconds, Total memory usage: 5.64MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:23:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13922,0,48455517,0]); f := P!Reverse([89,-124,13976,-9768,546436]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:23:48 on modular [Seed = 3975697398] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 13922*x^2 + 48455517*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 16151844*x - 24979699836 over Rational Field function(p) ... end function (-6987340975664092511804404902640/3012366806915704317969325921 : -26886055274957367513875612779462049877024242/165333850494377808603909550515458\ 398157969 : 1) 67.52324381407819942069 Total time: 7.049 seconds, Total memory usage: 23.38MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:24:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14226,0,50594765,0]); f := P!Reverse([585,520,14394,6296,87201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:24:15 on modular [Seed = 3908851689] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 14226*x^2 + 50594765*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16864927*x - 26657802654 over Rational Field function(p) ... end function (-256393272607430907531040738212227/108090562441878341239597004169 : 5151622485670023488318364688021909994803231850/35537073866781218567976706770618\ 537849673947 : 1) 69.027198068820467824480 Total time: 9.880 seconds, Total memory usage: 10.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:24:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6306,0,9941405,0]); f := P!Reverse([-7,8,6330,-2920,-1415759]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:24:51 on modular [Seed = 3840957369] ------------------------------------- 4 Point [ 1, 59, 435, 80 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 163, 278, 291 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 326, 215, 79 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 364, 79, 314 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6306*x^2 + 9941405*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 3313807*x - 2321862894 over Rational Field function(p) ... end function (20860053004561425174521017641125/3046345959034900625729418961 : 91487342780907980932144007141002655596516125294/1681391446805839912471211721130\ 37144466791 : 1) 69.82399561666966292250 Total time: 4.879 seconds, Total memory usage: 15.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:25:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16338,0,66732557,0]); f := P!Reverse([881,-1512,17322,-14328,78761]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:25:13 on modular [Seed = 3790954150] ------------------------------------- 4 Point [ 1, 321, 127, 267 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16338*x^2 + 66732557*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22244191*x - 40380592350 over Rational Field function(p) ... end function (-157833721442058192186119659584323/57991874645069852743614430081 : -1865123283385082816565084829509949443639864966/1396531454730722646141157871672\ 8902332305729 : 1) 70.56078201981719644209 Total time: 18.980 seconds, Total memory usage: 5.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:25:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,1938,0,938957,0]); f := P!Reverse([241,-256,2034,-1072,4049]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:25:52 on modular [Seed = 657692806] ------------------------------------- 4 Point [ 1, 55, 236, 470 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 409, 317, 131 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 492, 420, 23 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 1938*x^2 + 938957*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 312991*x - 67393950 over Rational Field function(p) ... end function (-66798526688388935760706163836547/205615708976452225952232963169 : 2054948165000042761080573710453611703965216518/93236172634923944256792992704705\ 366947655697 : 1) 70.76161628600640085551 Total time: 4.339 seconds, Total memory usage: 28.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:26:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-11270,0,31753221,0]); f := P!Reverse([262,-34,-2819,186,7566]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:26:29 on modular [Seed = 725587119] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 11270*x^2 + 31753221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 10584412*x + 13250488160 over Rational Field function(p) ... end function (160430217119865571922339997269828/2181857428455992862736877521 : 2030083684554618614835685178869754518160966960040/10191533887818679528183148956\ 7213898694681 : 1) 71.021783618968896689693 Total time: 3.899 seconds, Total memory usage: 6.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:26:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16032,0,64256252,0]); f := P!Reverse([34,28,4014,1636,118337]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:26:53 on modular [Seed = 792432819] ------------------------------------- FourDescent( f: 34*x^4 + 28*x^3 + 4014*x^2 + 1636*x + 118337 ) ReduceFD( fd: [ [ 5983012371 2753658264 9701913232 8651353420] [ 275365... ) StollReduce( desc: [ [ 325 543 26307958 37205071] [ 543 ... ) Covariant( mat1: [ 325 543 26307958 37205071] [ 543 ..., mat2: [ 711 1188 57553707 81393233] [ 1188 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 350, column 33: >> covmat *:= 1/Sqrt(&+[Norm(c) : c in Eltseq(covmat)]); ^ Runtime error in '/': Division by zero >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 16032*x^2 + 64256252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21418756*x - 38153915520 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 5.780 seconds, Total memory usage: 7.83MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:28:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16032,0,64256252,0]); f := P!Reverse([2004,2,4008,-2,2004]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:28:04 on modular [Seed = 858230038] ------------------------------------- Errors: /bin/sh: line 1: 24594 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:28:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16032,0,64256252,0]); f := P!Reverse([-223,168,16428,-2640,-282844]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:28:42 on modular [Seed = 925075772] ------------------------------------- 4 Point [ 1, 166, 313, 446 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 258, 365, 181 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16032*x^2 + 64256252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21418756*x - 38153915520 over Rational Field function(p) ... end function (6559930662280992375807077697521298/428930794493346230090999307889 : -503418407692887605128996961947992502868328233199792/28091882317082085518657796\ 7419058181356328713 : 1) 72.83944235687164336923 Total time: 14.080 seconds, Total memory usage: 7.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:29:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7842,0,15374237,0]); f := P!Reverse([1649,-296,7866,-728,9337]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:29:25 on modular [Seed = 1059815755] ------------------------------------- 4 Point [ 1, 336, 501, 297 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 475, 409, 53 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 7842*x^2 + 15374237*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 5124751*x - 4465352430 over Rational Field function(p) ... end function (-1160909900086222623076412546238203/889044461439593534626539836929 : -83778911170974625460579437226183578312988250126/838272503843749368448623769306\ 087781460812033 : 1) 72.92355528278051224333 Total time: 15.679 seconds, Total memory usage: 5.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:30:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,3570,0,3186221,0]); f := P!Reverse([457,688,3954,2752,7481]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:29:57 on modular [Seed = 51887447] ------------------------------------- 4 Point [ 1, 21, 338, 363 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 3570*x^2 + 3186221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1062079*x - 421284990 over Rational Field function(p) ... end function (-1194276831020991657768210757091635/2008098525187134363113345937121 : 238235054493088537546883647834685829135549026250/284562407040311944471755923433\ 6140121099913169 : 1) 73.34496545084951435455 Total time: 8.359 seconds, Total memory usage: 5.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:30:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6162,0,9492557,0]); f := P!Reverse([1873,-3388,8472,-6280,6404]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:30:23 on modular [Seed = 101890216] ------------------------------------- 4 Point [ 1, 114, 40, 413 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6162*x^2 + 9492557*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 3164191*x - 2166405150 over Rational Field function(p) ... end function (-2121408413016345361293692941112323/2069342932206026104249047151489 : 129628520593983073105474198555437873373623705606/297679345461498820987781415035\ 7092403449480513 : 1) 73.64770324297352033227 Total time: 8.740 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:30:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16880,0,71233596,0]); f := P!Reverse([113,136,16940,10032,631908]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:30:52 on modular [Seed = 169784455] ------------------------------------- 4 Point [ 1, 45, 206, 311 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 356, 463, 13 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 500, 491, 309 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16880*x^2 + 71233596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 23744537*x - 44526254055 over Rational Field function(p) ... end function (-14508071494829520214451619687846123/5153926171414299415422061822201 : -452323417505039486724926290679412807965700654360/11700577287618248435137266734\ 605091679780451699 : 1) 73.91826752473608053151 Total time: 6.129 seconds, Total memory usage: 9.83MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:31:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19970,0,99700221,0]); f := P!Reverse([-743,-820,19664,11128,-132476]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:31:17 on modular [Seed = 236630250] ------------------------------------- 4 Point [ 1, 44, 417, 174 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 201, 426, 148 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 393, 483, 289 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 463, 1, 351 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19970*x^2 + 99700221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 33233412*x - 73730136060 over Rational Field function(p) ... end function (1046052672300960358211238471725364/1956623640965126417851690561 : 33830200279758205518862267141647774874395414513750/8654877890375475680217279591\ 0014853862559 : 1) 74.62079734091494742642 Total time: 3.730 seconds, Total memory usage: 16.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:31:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18018,0,81162077,0]); f := P!Reverse([3961,3292,19032,7624,21284]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:31:42 on modular [Seed = 302427373] ------------------------------------- 4 Point [ 1, 359, 271, 215 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18018*x^2 + 81162077*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 27054031*x - 54162138030 over Rational Field function(p) ... end function (-16533850432551987308671340748018987/5505022631324289468913142255569 : -2399417733355287518258509655860452043343650525662/1291631604452305659347997278\ 9025278376463977497 : 1) 75.16293941073773510197 Total time: 3.589 seconds, Total memory usage: 5.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:32:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16848,0,70963772,0]); f := P!Reverse([-79,76,4188,-2012,-55871]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:32:03 on modular [Seed = 454010313] ------------------------------------- 4 Point [ 1, 24, 203, 467 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 192, 20, 261 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 353, 29, 335 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16848*x^2 + 70963772*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23654596*x - 44281373760 over Rational Field function(p) ... end function (2205800903088308153378158104653468/316431789941618612855907601729 : 64070051298804074032952733375433120019648151301188/1780000653855939331431679012\ 35102429855233567 : 1) 75.22278830797051796253 Total time: 7.370 seconds, Total memory usage: 7.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:32:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15458,0,59737437,0]); f := P!Reverse([41,68,15512,12792,1458916]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:32:27 on modular [Seed = 520642101] ------------------------------------- Errors: /bin/sh: line 1: 24638 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:33:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15458,0,59737437,0]); f := P!Reverse([7729,8,15458,-8,7729]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:33:23 on modular [Seed = 1668555265] ------------------------------------- Errors: /bin/sh: line 1: 24642 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:34:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15458,0,59737437,0]); f := P!Reverse([-839,1184,14954,-10352,-69071]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:34:02 on modular [Seed = 1735403052] ------------------------------------- 4 Point [ 1, 140, 10, 43 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 215, 68, 9 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15458*x^2 + 59737437*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 19912484*x - 34194133116 over Rational Field function(p) ... end function (203487247658045745039674748643341524/24506231582494150444599792186481 : -74081945180890702698354124879518730438880279246868006/121315083054894407155199\ 716709623378185479557129 : 1) 76.22818411935237747911 Total time: 12.259 seconds, Total memory usage: 12.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:34:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18368,0,84345852,0]); f := P!Reverse([89,-116,4646,-3012,59746]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:34:35 on modular [Seed = 1803299521] ------------------------------------- 4 Point [ 1, 417, 38, 391 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18368*x^2 + 84345852*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 28115289*x - 57370777191 over Rational Field function(p) ... end function (-71092596073820930914101464229078661/23235736077485264245512146809201 : 15569368530371623143403006395734137394951003485456/1120042887060753053349353843\ 29115497464228077449 : 1) 76.78577832462396202117 Total time: 12.019 seconds, Total memory usage: 5.72MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:35:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16578,0,68707517,0]); f := P!Reverse([89,-56,16602,-5288,772081]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:35:06 on modular [Seed = 1935946488] ------------------------------------- 4 Point [ 1, 435, 325, 132 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 443, 229, 5 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16578*x^2 + 68707517*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22902511*x - 42186395790 over Rational Field function(p) ... end function (-82836618761759788211726035104138027/29986892988924040826461043345089 : 28648449754147800587897389087460903044305404992062/1642090939299031296665957543\ 44649277165333217313 : 1) 76.81633415091866368129 Total time: 13.710 seconds, Total memory usage: 5.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:35:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7538,0,14205357,0]); f := P!Reverse([41,44,7544,4008,347364]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:35:36 on modular [Seed = 2002794142] ------------------------------------- 4 Point [ 1, 43, 479, 78 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 200, 211, 427 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 212, 306, 453 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 7538*x^2 + 14205357*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 4735124*x - 3964337916 over Rational Field function(p) ... end function (-100827962723956912897667503282866056/80308049395069501362455691501841 : -85722476487518303906288442169389741900952062037894/719678645147025858948065317\ 209193854547606192889 : 1) 77.40735399084526591195 Total time: 3.459 seconds, Total memory usage: 14.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:36:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16498,0,68045997,0]); f := P!Reverse([84,66,4141,1618,50812]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:35:58 on modular [Seed = 2070690436] ------------------------------------- 4 Point [ 1, 102, 265, 126 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 136, 343, 428 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16498*x^2 + 68045997*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 22682004*x - 41586165504 over Rational Field function(p) ... end function (-3446158510108248571151737422532887180/1253443667396341608474876154047769 : -7626570863962160964805812720366092137993019762804328/4437692759112027567602284\ 5967079477524316302905853 : 1) 78.36532204485149577521 Total time: 13.390 seconds, Total memory usage: 23.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:36:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14210,0,50481021,0]); f := P!Reverse([-167,-320,13994,13616,-298799]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:36:31 on modular [Seed = 1079443870] ------------------------------------- 4 Point [ 1, 99, 304, 496 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 117, 191, 456 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 160, 153, 489 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 369, 105, 198 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 387, 94, 374 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 456, 274, 153 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 458, 167, 141 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14210*x^2 + 50481021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 16827012*x - 26562348540 over Rational Field function(p) ... end function (35101230498429501979241175526218516/6098800460275972401846837984049 : -3904560485247297928702266249693909765773451773238810/1506144487460181700171723\ 9075772100829983863593 : 1) 78.47241273045321463541 Total time: 7.389 seconds, Total memory usage: 9.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:37:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10562,0,27888957,0]); f := P!Reverse([521,-628,10856,-6456,54468]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:37:01 on modular [Seed = 1146291320] ------------------------------------- 4 Point [ 1, 66, 7, 426 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 417, 112, 195 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 494, 183, 216 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10562*x^2 + 27888957*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 9296324*x - 10906635516 over Rational Field function(p) ... end function (-546550261400623197396019298482933760/310878785714357042072171520754321 : -225147992039047083187159918544216854161457373544142/54813385961763512134415623\ 93254831226138948589369 : 1) 78.92942278118009369336 Total time: 8.259 seconds, Total memory usage: 16.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:37:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13088,0,42823932,0]); f := P!Reverse([641,40,3272,96,4177]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:37:28 on modular [Seed = 1214187601] ------------------------------------- FourDescent( f: 641*x^4 + 40*x^3 + 3272*x^2 + 96*x + 4177 ) ReduceFD( fd: [ [-885650284310394014519778462 -142452457475644788990668002... ) StollReduce( desc: [ [ 58 -3177 111559295 1942717388] [ -... ) Covariant( mat1: [ 58 -3177 111559295 1942717388] [ -31..., mat2: [ 82 -4493 157768161 2747408449] [ -4493 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 303, column 29: >> trans2 := trans1^-1; ^ Runtime error in '^': Argument 1 is not invertible >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 13088*x^2 + 42823932*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 14274649*x - 20753730791 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 4.360 seconds, Total memory usage: 12.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:39:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13088,0,42823932,0]); f := P!Reverse([1636,2,3272,-2,1636]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:38:40 on modular [Seed = 1314459375] ------------------------------------- Errors: /bin/sh: line 1: 24687 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:39:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13088,0,42823932,0]); f := P!Reverse([-959,-100,13178,1012,-44423]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:39:22 on modular [Seed = 1380258521] ------------------------------------- 4 Point [ 1, 224, 164, 383 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13088*x^2 + 42823932*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 14274649*x - 20753730791 over Rational Field function(p) ... end function (6743623544089559234656258429036288141/1507818449073466842440069244616369 : 4075232671307313352993894733538012044049324667737037392/58549552396494131942958\ 993738303017725260826941847 : 1) 80.112408880020652190978 Total time: 10.250 seconds, Total memory usage: 6.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:40:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14162,0,50140557,0]); f := P!Reverse([569,780,14552,9768,89828]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:39:57 on modular [Seed = 1531714487] ------------------------------------- 4 Point [ 1, 360, 378, 450 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14162*x^2 + 50140557*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 16713524*x - 26294062716 over Rational Field function(p) ... end function (-2474035054639922491379709522489674840/1047653853731174625070030766153089 : -3773711906776631837386603200530903846790971264497466/3390991664939650803132708\ 5761829262597281732559937 : 1) 80.29126565871698062437 Total time: 8.750 seconds, Total memory usage: 16.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:40:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15714,0,61732445,0]); f := P!Reverse([-716,1142,3249,-2950,-4780]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:40:32 on modular [Seed = 1581850255] ------------------------------------- 4 Point [ 1, 182, 192, 323 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 326, 337, 133 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15714*x^2 + 61732445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 20577487*x - 35928264366 over Rational Field function(p) ... end function (1778950629341638720052226642887708617/11383269945912698102770558341124 : 2371705504448066341781729465914468143612039224256408525/38406130425087907228753\ 122832387357058918887432 : 1) 80.99733989047179250064 Total time: 4.969 seconds, Total memory usage: 19.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:41:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10338,0,26718557,0]); f := P!Reverse([353,364,10488,5320,76324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:40:56 on modular [Seed = 2729828747] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 10338*x^2 + 26718557*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 8906191*x - 10230226350 over Rational Field function(p) ... end function (-17258656266478295835506976975453157963/10023824217761026423882516864313041 : 113417076711027756323348369401901079210753679651894974/100357576029482362510062\ 7144667829194916945956840089 : 1) 82.39208360562317068342 Total time: 10.449 seconds, Total memory usage: 5.48MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:41:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17874,0,79869965,0]); f := P!Reverse([-31,32,17898,-8464,-2571959]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:41:27 on modular [Seed = 2796676512] ------------------------------------- 4 Point [ 1, 72, 229, 180 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 73, 98, 131 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 140, 12, 398 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17874*x^2 + 79869965*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26623327*x - 52873895646 over Rational Field function(p) ... end function (31162456846057401422877327788884898313/2443529402889486849129664392840481 : 156641956518832255410716190785932427357075381574686494950/120788712991014281010\ 954423417223775816991588686129 : 1) 83.89809894286180735889 Total time: 6.070 seconds, Total memory usage: 5.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:42:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15762,0,62110157,0]); f := P!Reverse([137,216,15882,12360,455921]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:41:51 on modular [Seed = 2864572852] ------------------------------------- Errors: /bin/sh: line 1: 24715 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:42:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15762,0,62110157,0]); f := P!Reverse([7881,8,15762,-8,7881]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:42:37 on modular [Seed = 3013931263] ------------------------------------- Errors: /bin/sh: line 1: 24722 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:43:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15762,0,62110157,0]); f := P!Reverse([-3719,5124,13128,-10248,-14876]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:43:15 on modular [Seed = 3080778757] ------------------------------------- 4 Point [ 1, 109, 413, 187 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15762*x^2 + 62110157*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 20703391*x - 36258510750 over Rational Field function(p) ... end function (796363294230640570465828097619520074077/116881293842193945943771162244960209 : -14896816271988065019136536455297110428607929766342942422054/399592672422679637\ 21026598600744944299875172268674073 : 1) 84.54681228618024135812 Total time: 17.010 seconds, Total memory usage: 9.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:44:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16310,0,66504021,0]); f := P!Reverse([253,114,-4067,-888,16357]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:43:53 on modular [Seed = 3148675107] ------------------------------------- 4 Point [ 1, 235, 408, 307 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 399, 276, 102 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16310*x^2 + 66504021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 22168012*x + 40165946240 over Rational Field function(p) ... end function (602810012200873266001283186645910921995/218511018463461925580009735102681881 : 376055808231794499078959252033242823362497126029224913520/102143329901149042709\ 350262638935040777112049352683779 : 1) 84.96457721711587396384 Total time: 8.000 seconds, Total memory usage: 6.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:44:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9872,0,24364092,0]); f := P!Reverse([-71,-124,2396,2188,-20903]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:44:22 on modular [Seed = 3215522888] ------------------------------------- 4 Point [ 1, 23, 33, 164 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 120, 141, 58 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9872*x^2 + 24364092*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 8121369*x - 8905515111 over Rational Field function(p) ... end function (25023303101970554635880724816072776439/5509237528806543633514604230524241 : 89487281388695750386339501122579675378835892219501950716/4089189583578077732657\ 83499017467433799743230092711 : 1) 85.17949667270279690001 Total time: 6.889 seconds, Total memory usage: 13.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:44:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14338,0,51394557,0]); f := P!Reverse([393,-600,14674,-11080,132937]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:44:48 on modular [Seed = 2207563858] ------------------------------------- 4 Point [ 1, 473, 270, 486 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 499, 387, 244 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14338*x^2 + 51394557*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 17131524*x - 27298106784 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.379 seconds, Total memory usage: 28.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:45:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14338,0,51394557,0]); f := P!Reverse([393,-600,14674,-11080,132937]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:45:10 on modular [Seed = 2308885422] ------------------------------------- 4 Point [ 1, 243, 551, 579 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 576, 274, 756 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14338*x^2 + 51394557*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 17131524*x - 27298106784 over Rational Field function(p) ... end function (-7879766131494008919613837351591767945306/329871837969917935606207635953339668\ 9 : 786029004189388465155792039790516458354362172315947622654/59912557718660249\ 65180066157942246253005071873384661863 : 1) 85.67133702621562463264 Total time: 9.320 seconds, Total memory usage: 28.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:45:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19378,0,93876717,0]); f := P!Reverse([-1151,-200,19378,1704,-81487]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:45:36 on modular [Seed = 2474955154] ------------------------------------- 4 Point [ 1, 460, 79, 44 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19378*x^2 + 93876717*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 31292244*x - 67386075264 over Rational Field function(p) ... end function (140038050442918846571393403714058546550/16890727207014570598909242052135681 : -1082425378645185415995248961586252801240545997287504667026/2195192053423286847\ 145311699588125892602472699809921 : 1) 86.098602705286296554731 Total time: 6.169 seconds, Total memory usage: 21.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:46:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16162,0,65302557,0]); f := P!Reverse([-103,-52,16336,6296,-628636]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:46:05 on modular [Seed = 2541802891] ------------------------------------- 4 Point [ 1, 423, 98, 251 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 493, 263, 176 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16162*x^2 + 65302557*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21767524*x - 39096863584 over Rational Field function(p) ... end function (407910363922098549736327257288202225294/55451607375005039930196941710354849 : 5823488285044636146631173800650121526547630902833803821126/13057835986664649665\ 430910509329483287968227546026993 : 1) 86.31095892895869781114 Total time: 4.660 seconds, Total memory usage: 6.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:46:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17330,0,75082221,0]); f := P!Reverse([1049,1656,18314,13896,74273]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:46:31 on modular [Seed = 2609699309] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17330*x^2 + 75082221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25027412*x - 48183299580 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 5.639 seconds, Total memory usage: 5.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:46:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17330,0,75082221,0]); f := P!Reverse([1049,1656,18314,13896,74273]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:46:47 on modular [Seed = 2676547033] ------------------------------------- 4 Point [ 1, 840, 446, 230 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 840, 746, 490 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 852, 849, 992 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17330*x^2 + 75082221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25027412*x - 48183299580 over Rational Field function(p) ... end function (-1331516845471772036893871895697106271752/461304616955468698386851600842521649 : 35593854700810414872205858849697320386287076617094891110/31331537124577116878\ 0816939879344099844065087056242857 : 1) 86.47951203929544305992 Total time: 6.809 seconds, Total memory usage: 5.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:47:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12752,0,40653372,0]); f := P!Reverse([-914,1556,2198,-2432,-2231]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:47:12 on modular [Seed = 3824460098] ------------------------------------- 4 Point [ 1, 220, 5, 32 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 254, 466, 468 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 319, 182, 345 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 381, 251, 404 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 12752*x^2 + 40653372*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 13551129*x - 19195904871 over Rational Field function(p) ... end function (335416774656750318052721717614486928679/26604561516154967970745975988690881 : 5844163042645268672643923900543359477684317701868730815084/43394446994563285337\ 58365837491190170210046394594721 : 1) 87.62174803333222428136 Total time: 8.619 seconds, Total memory usage: 5.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:47:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8898,0,19793597,0]); f := P!Reverse([41,-44,8904,-4808,483844]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:47:39 on modular [Seed = 3891307869] ------------------------------------- 4 Point [ 1, 25, 301, 221 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8898*x^2 + 19793597*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6597871*x - 6523079310 over Rational Field function(p) ... end function (-3847727259057049833891990695294072510683/259225650106742099154076517154159048\ 1 : 419372857826790093424251993716306051118781596489054895026/41736589557825587\ 24405711767624630361569251352485220121 : 1) 87.87267044628799794736 Total time: 16.679 seconds, Total memory usage: 5.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:48:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-9360,0,21902396,0]); f := P!Reverse([17,-16,-9228,1568,1300036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:48:25 on modular [Seed = 3975917060] ------------------------------------- 4 Point [ 1, 238, 338, 3 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 378, 55, 114 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 9360*x^2 + 21902396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 7300804*x + 7592819520 over Rational Field function(p) ... end function (4812590520632407965698002798615005477138/3126402796777766588715790195246453249 : 7759941439242851720962495593315913922673256124458139517960/552799187210851963\ 9951633704528797068586444424509160193 : 1) 88.37575305561971106271 Total time: 14.240 seconds, Total memory usage: 6.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:49:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11410,0,32547021,0]); f := P!Reverse([417,342,2959,1178,4996]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:49:01 on modular [Seed = 4041716284] ------------------------------------- 4 Point [ 1, 214, 436, 267 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 321, 165, 114 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 464, 350, 448 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11410*x^2 + 32547021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 10849012*x - 13757732800 over Rational Field function(p) ... end function (-24269193323153612465516820754703121240907/12773243806657853531652817220419834\ 756 : 334556735771280151829345616358016981605248098146957177095/456511584411496\ 40529088490173616736879712623525575657096 : 1) 88.62615638291315178776 Total time: 5.450 seconds, Total memory usage: 13.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:49:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12914,0,41692845,0]); f := P!Reverse([-71,56,12914,-4952,-586247]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:49:29 on modular [Seed = 4108562908] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 12914*x^2 + 41692845*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 13897620*x - 19936885500 over Rational Field function(p) ... end function (15614314688282032294955348559958750961148/306653991893986548100720495150708804\ 9 : -1091146932042632582890896374656282918212001694498683194881106/536998328379\ 3968149618448375008488144585153394196544407 : 1) 91.48577906533490988749 Total time: 3.640 seconds, Total memory usage: 10.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:50:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11058,0,30569837,0]); f := P!Reverse([2953,3472,12594,6784,11321]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 19:49:58 on modular [Seed = 4176461311] ------------------------------------- Errors: /bin/sh: line 1: 24793 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:51:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11058,0,30569837,0]); f := P!Reverse([-2399,-4304,8178,9088,-10591]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:50:46 on modular [Seed = 4293442184] ------------------------------------- 4 Point [ 1, 85, 232, 246 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 169, 301, 230 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 198, 272, 356 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 245, 53, 495 ] was singular mod 503 and ignored at the #1 lift Point [ 1, 327, 417, 198 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 472, 404, 119 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11058*x^2 + 30569837*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 10189951*x - 12520033470 over Rational Field function(p) ... end function (6571965793617426678087274626659292822748797/3745969444735963193519631377315721\ 93889 : -16546684748400478920548688642111377783696492169283919418732354534/7250\ 139215545974442168634837196341135634935921307082740463 : 1) 93.51614287947705861370 Total time: 19.010 seconds, Total memory usage: 9.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:52:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15570,0,60606221,0]); f := P!Reverse([404,442,4071,2158,9673]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:52:00 on modular [Seed = 3302195525] ------------------------------------- 4 Point [ 1, 182, 394, 357 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 204, 52, 175 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 377, 363, 10 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15570*x^2 + 60606221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 20202079*x - 34949568990 over Rational Field function(p) ... end function (-51440553185963041856077208303393791591956865/19812536621959341192529375623804\ 891457969 : -359985486090602039088753687677694607136493397819626158536743480/27\ 88753468756683993198628007168484394956139568958383724184297 : 1) 94.104123415050779044577 Total time: 4.830 seconds, Total memory usage: 23.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:52:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15680,0,61465596,0]); f := P!Reverse([1042,-1164,4406,-2284,4001]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:52:27 on modular [Seed = 3370093906] ------------------------------------- 4 Point [ 1, 58, 205, 452 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 166, 468, 229 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15680*x^2 + 61465596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 20488537*x - 35688727655 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 4.080 seconds, Total memory usage: 8.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:52:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15680,0,61465596,0]); f := P!Reverse([1042,-1164,4406,-2284,4001]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:52:51 on modular [Seed = 3436939577] ------------------------------------- 4 Point [ 1, 398, 667, 842 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 880, 399, 984 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15680*x^2 + 61465596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 20488537*x - 35688727655 over Rational Field function(p) ... end function (-5116033472465963436030792751472619482304453/195761101098396523853244408253883\ 7837361 : -15018437639930468990658188774299752979494622625800482983163440/86614\ 299769104471693276206677648444876337208248038077513641 : 1) 94.95606646577718379376 Total time: 5.240 seconds, Total memory usage: 8.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:53:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16274,0,66210765,0]); f := P!Reverse([-4559,-4880,14330,8384,-13367]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:53:33 on modular [Seed = 3536164621] ------------------------------------- 4 Point [ 1, 36, 409, 405 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 258, 463, 376 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 461, 398, 492 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16274*x^2 + 66210765*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 22070260*x - 39900549500 over Rational Field function(p) ... end function (11750430115157911993924000160561870153606092/222831484457923350219207211504919\ 596081 : 40113131223936785493069617386983323160347975685832309608449240478/3326\ 326151320434210082909395590347560531736957292548546729 : 1) 97.80687431492222572160 Total time: 9.699 seconds, Total memory usage: 10.72MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:54:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2610,0,1703021,0]); f := P!Reverse([17,4,2616,184,100036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:54:05 on modular [Seed = 3603010282] ------------------------------------- 4 Point [ 1, 374, 155, 34 ] was singular mod 503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 2610*x^2 + 1703021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 567679*x - 164622270 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 6.740 seconds, Total memory usage: 5.46MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:54:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2610,0,1703021,0]); f := P!Reverse([17,4,2616,184,100036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:54:22 on modular [Seed = 3670908629] ------------------------------------- 4 Point [ 1, 174, 99, 905 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 2610*x^2 + 1703021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 567679*x - 164622270 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.870 seconds, Total memory usage: 5.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:55:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2610,0,1703021,0]); f := P!Reverse([17,4,2616,184,100036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:54:55 on modular [Seed = 573924941] ------------------------------------- 4 Point [ 1, 359, 289, 670 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 703, 305, 1139 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 770, 656, 971 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 1605, 121, 698 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 2610*x^2 + 1703021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 567679*x - 164622270 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.900 seconds, Total memory usage: 5.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:55:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,2610,0,1703021,0]); f := P!Reverse([17,4,2616,184,100036]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:55:25 on modular [Seed = 657482602] ------------------------------------- 4 Point [ 1, 170, 786, 4994 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 206, 3149, 3183 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 594, 1468, 2483 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 2610*x^2 + 1703021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 567679*x - 164622270 over Rational Field function(p) ... end function (-852138089999995839624385365174424603996592595/1949991691518504739850661235228\ 436446838689 : -128222208459163555833704419881001266571957431440199829469796759\ 90/2723009405308981448420338082178575519861941785797692067272017137 : 1) 100.79085545436647919359 Total time: 15.929 seconds, Total memory usage: 5.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:56:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10880,0,29593596,0]); f := P!Reverse([34,-28,2726,-1132,54553]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:56:06 on modular [Seed = 725381021] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 10880*x^2 + 29593596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 9864537*x - 11921822055 over Rational Field function(p) ... end function (-4490485241010952102187266614840970259206383733/247546069897599157113943840117\ 4838818265121 : 497635481726444177949919939356574021469283858460025351964127929\ 920/3894790066037005042526257076161430557966558631389182268042780081 : 1) 101.91585947502279907439 Total time: 5.440 seconds, Total memory usage: 22.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:56:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8400,0,17639996,0]); f := P!Reverse([-98,-132,2070,1584,-10823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:56:43 on modular [Seed = 792226740] ------------------------------------- 4 Point [ 1, 228, 200, 857 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 319, 647, 846 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 485, 568, 735 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 558, 946, 80 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8400*x^2 + 17639996*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 5880004*x - 5487988800 over Rational Field function(p) ... end function (2845989918033142783203164612389415707389327900/2413880879834399635347614472224\ 84181584641 : 14832151368917000906408266181536630088811017675074368778568108343\ 8340/118597013308219008218524638048181145192325656619887243631554689 : 1) 102.88235164477968908158 Total time: 5.889 seconds, Total memory usage: 6.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:57:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17360,0,75342396,0]); f := P!Reverse([-23,24,4334,-2244,-204338]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:57:09 on modular [Seed = 858027974] ------------------------------------- 4 Point [ 1, 860, 386, 596 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 997, 195, 77 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17360*x^2 + 75342396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25114137*x - 48433978215 over Rational Field function(p) ... end function (1416119026557733728247922509347306464720315511/1971277011125323282025476648054\ 97550019729 : 32961291967445350175360424158389329495964242950557308969333110024\ 580/87522856999115463375097821045796112777111330060037360161445433 : 1) 103.060204559099801713273 Total time: 10.880 seconds, Total memory usage: 5.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:57:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9840,0,24206396,0]); f := P!Reverse([2881,4508,12474,8372,9977]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:57:40 on modular [Seed = 976060142] ------------------------------------- 4 Point [ 1, 50, 320, 186 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 382, 955, 134 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9840*x^2 + 24206396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 8068804*x - 8821874880 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.589 seconds, Total memory usage: 9.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:58:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9840,0,24206396,0]); f := P!Reverse([2881,4508,12474,8372,9977]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:58:01 on modular [Seed = 1042905367] ------------------------------------- 4 Point [ 1, 638, 138, 1094 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 1432, 789, 821 ] was singular mod 2003 and ignored at the #1 lift Point [ 1, 1734, 319, 1203 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9840*x^2 + 24206396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 8068804*x - 8821874880 over Rational Field function(p) ... end function (-491770990949558218371671650473356968474098756830/2998903578813106208614850142\ 59705669513618569 : -7260778645390133726899409016805909664304247714962220564706\ 94363529560/5193304097190014168662759557488836709807052097354688619278325574747 : 1) 104.74818536444092842430 Total time: 13.750 seconds, Total memory usage: 9.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:58:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10618,0,28185477,0]); f := P!Reverse([573,1086,3427,2754,3696]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:58:36 on modular [Seed = 34948366] ------------------------------------- 4 Point [ 1, 759, 180, 231 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 10618*x^2 + 28185477*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 9395164*x - 11087318944 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 5.870 seconds, Total memory usage: 11.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:59:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10618,0,28185477,0]); f := P!Reverse([573,1086,3427,2754,3696]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:59:06 on modular [Seed = 101794156] ------------------------------------- 4 Point [ 1, 1512, 635, 1875 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 1517, 223, 343 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 1806, 1583, 1199 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10618*x^2 + 28185477*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 9395164*x - 11087318944 over Rational Field function(p) ... end function (-412640017475885711320839850001311861698809808391/2333861425328655415699124693\ 19938583519287056 : -1232034614208627615570048720241468265565803634530856236886\ 77885924715/3565435619753823005640220772482810608610799741083640797741220127296 : 1) 104.90985773988312246274 Total time: 7.679 seconds, Total memory usage: 11.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 19:59:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19226,0,92409765,0]); f := P!Reverse([2074,1226,5081,1450,2890]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 19:59:45 on modular [Seed = 186403930] ------------------------------------- 4 Point [ 1, 304, 458, 355 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 375, 332, 962 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19226*x^2 + 92409765*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 30803260*x - 65792307308 over Rational Field function(p) ... end function (-709019532843427744622216577898404042797379084374/2214197591393891802406706513\ 38729907257127929 : -2463541629772399294146404889792716907970992809441158219375\ 63755110400/3294765888714963356176812140829029175664892938061495330874257547533 : 1) 105.33994870734542814716 Total time: 6.410 seconds, Total memory usage: 24.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:00:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:00:24 on modular [Seed = 2037268161] ------------------------------------- Errors: /bin/sh: line 1: 24921 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:02:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([73,146,2697,2624,23651]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:01:45 on modular [Seed = 1079445385] ------------------------------------- Errors: /bin/sh: line 1: 24928 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:03:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-288,-358,2427,1582,-5571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:02:54 on modular [Seed = 1214189126] ------------------------------------- Errors: /bin/sh: line 1: 24936 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:04:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-1135,1704,1635,-1704,-1135]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:03:40 on modular [Seed = 1331169587] ------------------------------------- Errors: /bin/sh: line 1: 24943 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:06:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16866,0,71115485,0]); f := P!Reverse([1885,2020,5031,2404,2669]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:05:52 on modular [Seed = 1413681812] ------------------------------------- 4 Point [ 1, 932, 600, 409 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16866*x^2 + 71115485*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23705167*x - 44423452974 over Rational Field function(p) ... end function (-5765717035972691162518647642006703922326647742613/205119130556090085469301034\ 8886493395612600121 : -17045176454903496268200011929400805251914234661223436132\ 006313126293200/928986173992096964295814092150748352556218721239150324062873920\ 98669 : 1) 107.077024576428115665294 Total time: 9.769 seconds, Total memory usage: 20.09MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:06:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5030,0,6325221,0]); f := P!Reverse([-423,-296,5042,2072,-14567]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:06:42 on modular [Seed = 1581848428] ------------------------------------- 4 Point [ 1, 4, 855, 587 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 423, 642, 526 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 810, 137, 666 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 5030*x^2 + 6325221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 2108412*x - 1177656480 over Rational Field function(p) ... end function (169423446819361096835913691337140282223764865884/63611549510553707538407249311\ 030185123886281 : -557923382047498485273517354453006300198694842030217522047479\ 22295722480/507345674444168685571674385325025318651440272753455859391193399429 : 1) 107.35618667473991649785 Total time: 9.980 seconds, Total memory usage: 17.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:07:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13650,0,46580621,0]); f := P!Reverse([2297,-888,13770,-2664,20417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:07:31 on modular [Seed = 2729831361] ------------------------------------- 4 Point [ 1, 176, 957, 993 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 561, 32, 313 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 13650*x^2 + 46580621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15526879*x - 23549075550 over Rational Field function(p) ... end function (-2981819376132041534413929799966009225339011074275/131027771233932798123531450\ 8708933744459627329 : 731822665371578335524070812725252102788536735476419326008\ 8598918061030/47429116052862129986921996763427814379824943668865081280558306283\ 233 : 1) 108.12750772296851664577 Total time: 9.339 seconds, Total memory usage: 5.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:09:43 2004 Input: E := EllipticCurve([0,15114,0,57108245,0]); f := P!Reverse([-1441,2844,1677,-3042,-1639]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:09:43 on modular [Seed = 2881282636] ------------------------------------- >> f := P!Reverse([-1441,2844,1677,-3042,-1639]); ^ User error: Identifier 'P' has not been declared or assigned >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 15114*x^2 + 57108245*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:10:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15114,0,57108245,0]); f := P!Reverse([-1441,2844,1677,-3042,-1639]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:10:03 on modular [Seed = 2948130388] ------------------------------------- 4 Point [ 1, 853, 653, 725 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15114*x^2 + 57108245*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19036087*x - 31967908566 over Rational Field function(p) ... end function (1966982284079575035016964166244216733360764965123/1024607692763098735697759181\ 5334895090294921 : -27579570578080443402668504886849445941262726588578967293877\ 74394362168000/3279717357982377693480186747897224060477266882145608035549939446\ 9 : 1) 109.71575507294090812138 Total time: 18.429 seconds, Total memory usage: 6.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:11:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19160,0,91776396,0]); f := P!Reverse([949,794,5042,2038,6253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:11:03 on modular [Seed = 3030645891] ------------------------------------- 4 Point [ 1, 73, 19, 433 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 412, 259, 256 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19160*x^2 + 91776396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 30592137*x - 65117029815 over Rational Field function(p) ... end function (-15945161609495441814064141697772141051738022697520/49936648634664264742226062\ 34880799705358538121 : -6902600599405711472395207208171209593873354457302880108\ 9092131995551465/35288166078028394322067613807649261178173975262690792056253230\ 7621669 : 1) 109.95206080848856800002 Total time: 16.460 seconds, Total memory usage: 6.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:11:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16500,0,68062496,0]); f := P!Reverse([983,52,-4128,-104,4324]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:11:48 on modular [Seed = 3098538204] ------------------------------------- 4 Point [ 1, 423, 783, 687 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 528, 62, 916 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 16500*x^2 + 68062496*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1417969*x + 649902000 over Rational Field function(p) ... end function (7519826336437494053905307487010003878099353516177/1082214415556218922766783976\ 4107532547889459921 : 375877374945753159084517379130814247282710314278342960424\ 850013814157560/112582262437494028358973487935344705276106704926940425537548603\ 1453031 : 1) 110.017605689646202904441 Total time: 9.539 seconds, Total memory usage: 5.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:12:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:12:32 on modular [Seed = 3215521775] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 6.849 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:13:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:12:51 on modular [Seed = 2207566624] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.779 seconds, Total memory usage: 6.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:13:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:13:16 on modular [Seed = 2274414395] ------------------------------------- 4 Point [ 1, 2899, 1223, 2009 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.240 seconds, Total memory usage: 6.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:14:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:13:46 on modular [Seed = 2342306577] ------------------------------------- 4 Errors: /bin/sh: line 1: 25003 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:14:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:14:16 on modular [Seed = 2409154423] ------------------------------------- 4 Point [ 1, 563, 1822, 1702 ] was singular mod 8501 and ignored at the #1 lift Point [ 1, 1459, 4207, 1821 ] was singular mod 8501 and ignored at the #1 lift Point [ 1, 4433, 1040, 4571 ] was singular mod 8501 and ignored at the #3 lift Point [ 1, 6658, 3112, 7244 ] was singular mod 8501 and ignored at the #3 lift Errors: /bin/sh: line 1: 25007 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:15:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1879,3758,-1875,-3754,1880]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:15:00 on modular [Seed = 2474956983] ------------------------------------- Errors: /bin/sh: line 1: 25011 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:15:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1879,3758,-1875,-3754,1880]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:15:30 on modular [Seed = 2609696921] ------------------------------------- Errors: /bin/sh: line 1: 25019 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:16:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1879,3758,-1875,-3754,1880]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:15:59 on modular [Seed = 2676544640] ------------------------------------- Errors: /bin/sh: line 1: 25023 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:16:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1879,3758,-1875,-3754,1880]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:16:30 on modular [Seed = 3824461981] ------------------------------------- Errors: /bin/sh: line 1: 25027 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:17:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([57,28,-19584,9032,1504212]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:17:15 on modular [Seed = 3925779010] ------------------------------------- Errors: /bin/sh: line 1: 25033 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:18:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([5,0,-18774,0,17653205]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:17:59 on modular [Seed = 3992626810] ------------------------------------- Errors: /bin/sh: line 1: 25037 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:18:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:18:51 on modular [Seed = 4108566335] ------------------------------------- 4 Point [ 1, 409, 572, 1010 ] was singular mod 1511 and ignored at the #1 lift Point [ 1, 602, 840, 779 ] was singular mod 1511 and ignored at the #3 lift Point [ 1, 669, 1284, 106 ] was singular mod 1511 and ignored at the #3 lift Point [ 1, 817, 1355, 274 ] was singular mod 1511 and ignored at the #1 lift Point [ 1, 1463, 283, 457 ] was singular mod 1511 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.820 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:19:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:19:19 on modular [Seed = 4176458463] ------------------------------------- 4 Point [ 1, 2515, 985, 1261 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.939 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:19:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:19:42 on modular [Seed = 4243306178] ------------------------------------- 4 Point [ 1, 2899, 1223, 2009 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.240 seconds, Total memory usage: 6.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:20:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18786,0,88228445,0]); f := P!Reverse([1891,3606,-2121,-3660,1945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:20:13 on modular [Seed = 3252063196] ------------------------------------- 4 Point [ 1, 640, 3595, 2509 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18786*x^2 + 88228445*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29409487*x + 61387369134 over Rational Field function(p) ... end function (4048748707508601529121927691854677437515860053178/8653281069387698119075714244\ 46626116705865881 : -4121242180205605669387276341621622714175008498857522173036\ 832243049887000/254548894682467416972938928036405671290578330679421263648441927\ 32221 : 1) 110.51823655191277850917 Total time: 17.390 seconds, Total memory usage: 6.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:21:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17240,0,74304396,0]); f := P!Reverse([280,494,4634,3892,17440]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:21:08 on modular [Seed = 3318910865] ------------------------------------- 4 Point [ 1, 69, 488, 16 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 90, 440, 235 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 99, 219, 734 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 798, 196, 116 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 868, 14, 745 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 1006, 713, 10 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17240*x^2 + 74304396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 24768137*x - 47436456375 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.900 seconds, Total memory usage: 30.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:21:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17240,0,74304396,0]); f := P!Reverse([280,494,4634,3892,17440]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:21:32 on modular [Seed = 3436938848] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17240*x^2 + 74304396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 24768137*x - 47436456375 over Rational Field function(p) ... end function (-259062675988702887879693660992670117851438029731139/9020289667270232524068948\ 1116766469193492348100 : -43556235233131057771401901725464611732734612673291424\ 47210860988148588409/2709135494222225594101300701567405926344012217606158679272\ 5159374621000 : 1) 110.52679415830473885762 Total time: 16.350 seconds, Total memory usage: 30.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:22:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17766,0,78907685,0]); f := P!Reverse([8641,568,17778,568,9137]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:22:12 on modular [Seed = 3502742084] ------------------------------------- 4 Point [ 1, 386, 254, 862 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17766*x^2 + 78907685*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26302567*x - 51921235674 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.839 seconds, Total memory usage: 18.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:22:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17766,0,78907685,0]); f := P!Reverse([8641,568,17778,568,9137]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:22:31 on modular [Seed = 3569589811] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17766*x^2 + 78907685*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26302567*x - 51921235674 over Rational Field function(p) ... end function (-36464351739269948817731126649665905274402726855119/12317454152915657612015657\ 015076754360701378241 : -245006431381621064002840378829736099317359929636630600\ 508121601938229600/136704065893895251197140992740984248795102618004386809958227\ 5900924961 : 1) 110.67325891537444704226 Total time: 12.000 seconds, Total memory usage: 18.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:23:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13166,0,43335885,0]); f := P!Reverse([-149,246,3143,-2668,-17611]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:23:21 on modular [Seed = 3670904835] ------------------------------------- 4 Point [ 1, 437, 862, 632 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13166*x^2 + 43335885*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 14445300*x - 21127030848 over Rational Field function(p) ... end function (3827942158068795102702782110731414872460156236249/3885255366099495834857885247\ 1508996363415361 : -74837222225062009650277662972407618003992059178104056526888\ 74413580036990/2421750250935300156700065014893442942295960443591499588461645406\ 41 : 1) 111.083717039623081745958 Total time: 17.960 seconds, Total memory usage: 14.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:24:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14718,0,54154877,0]); f := P!Reverse([3665,-2516,15360,-5144,15220]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:24:00 on modular [Seed = 3737752542] ------------------------------------- 4 Point [ 1, 81, 745, 934 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 380, 1596, 1150 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 646, 1444, 1961 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1346, 592, 272 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2087, 213, 260 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14718*x^2 + 54154877*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18051631*x - 29520407730 over Rational Field function(p) ... end function (-58531032527772363891463460644461867658343420747991/23879659850522345011833246\ 831514947263516697025 : -180660485896864732112494085326889725229456157006616297\ 572854392146877152/369013457276018007048171576261260160325058381172719480028763\ 2818878625 : 1) 111.24106564150089582199 Total time: 12.210 seconds, Total memory usage: 31.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:24:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14534,0,52809285,0]); f := P!Reverse([1509,-184,14546,-920,35005]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:24:31 on modular [Seed = 540503356] ------------------------------------- 4 Point [ 1, 18, 2327, 1527 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1873, 596, 296 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14534*x^2 + 52809285*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 17603100*x - 28421157600 over Rational Field function(p) ... end function (-162920648479234341284815085839492657397284770593000/6723159598008977977001861\ 2350778592654127101169 : -22900290487571305495671956682572077238209781818947310\ 74215391664662619960/1743251836259493081286383584153689007283217586781435414824\ 0560717653303 : 1) 111.46539067675176681859 Total time: 13.509 seconds, Total memory usage: 15.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:26:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18360,0,84272396,0]); f := P!Reverse([8505,-13264,26124,-16352,12900]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:26:11 on modular [Seed = 691954857] ------------------------------------- 4 Point [ 1, 0, 643, 1709 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 56, 2490, 290 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 333, 13, 2213 ] was singular mod 2503 and ignored at the #1 lift Errors: /bin/sh: line 1: 25098 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:27:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18360,0,84272396,0]); f := P!Reverse([8505,-13264,26124,-16352,12900]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:26:57 on modular [Seed = 758800607] ------------------------------------- 4 Errors: /bin/sh: line 1: 25102 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:27:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18360,0,84272396,0]); f := P!Reverse([8505,-13264,26124,-16352,12900]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:27:34 on modular [Seed = 908164067] ------------------------------------- 4 Point [ 1, 99, 24, 637 ] was singular mod 1801 and ignored at the #3 lift Point [ 1, 423, 633, 117 ] was singular mod 1801 and ignored at the #1 lift Errors: /bin/sh: line 1: 25109 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:28:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18360,0,84272396,0]); f := P!Reverse([-1744,-522,4536,690,-2992]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:28:08 on modular [Seed = 976057857] ------------------------------------- Errors: /bin/sh: line 1: 25113 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:28:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18360,0,84272396,0]); f := P!Reverse([-26,52,4554,-4580,-201343]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:28:43 on modular [Seed = 1042903590] ------------------------------------- 4 Point [ 1, 1145, 597, 777 ] was singular mod 1801 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18360*x^2 + 84272396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28090804*x - 57305207520 over Rational Field function(p) ... end function (1737255954530205353769126124142322609404506316877592/3449225126818502661695385\ 5000353191153130187809 : -71991172323337021959463137449699600107457029702246925\ 053128472239421310194200/640593181589071072127823283508779334444282193430314371\ 5768475608450127 : 1) 111.85157868036310446768 Total time: 15.369 seconds, Total memory usage: 7.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:29:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:29:30 on modular [Seed = 18238792] ------------------------------------- Errors: /bin/sh: line 1: 25122 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:30:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:30:00 on modular [Seed = 85084590] ------------------------------------- Errors: /bin/sh: line 1: 25126 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:30:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14916,0,55621760,0]); f := P!Reverse([445,4,933,4,488]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:30:31 on modular [Seed = 136266892] ------------------------------------- 4 Point [ 1, 580, 441, 77 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 679, 424, 670 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 910, 420, 114 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14916*x^2 + 55621760*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1158787*x - 480123666 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.080 seconds, Total memory usage: 21.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:31:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14916,0,55621760,0]); f := P!Reverse([445,4,933,4,488]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:31:11 on modular [Seed = 285629949] ------------------------------------- 4 Point [ 1, 660, 1744, 718 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 1645, 2663, 1028 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 1671, 106, 1583 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14916*x^2 + 55621760*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1158787*x - 480123666 over Rational Field function(p) ... end function (-59457966150033035569494562647483856988599615579854/95621779736145377526429973\ 871495090709931312849 : -507281297659163193323086708223902135500690007193872280\ 999521786032313200/295689044539006386057653341431680909261442726413023557533062\ 07069295257 : 1) 111.94218530458132931926 Total time: 11.500 seconds, Total memory usage: 21.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:32:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17326,0,75047565,0]); f := P!Reverse([965,-248,17338,-2232,77877]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:31:51 on modular [Seed = 352475585] ------------------------------------- 4 Point [ 1, 1416, 1228, 1046 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17326*x^2 + 75047565*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 25015860*x - 48166618500 over Rational Field function(p) ... end function (-176863406831686303108707790301191489455024094465066/6123033265297433106076931\ 8407736252518333730225 : 273335468001085185903745946175893681694070345221892543\ 6853842994175673152/15151301077729221499851100499705634117887044385956427403380\ 255168571625 : 1) 112.26440853285478738143 Total time: 14.500 seconds, Total memory usage: 17.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:32:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12494,0,39025005,0]); f := P!Reverse([1281,-248,12506,-1240,30505]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:32:31 on modular [Seed = 420369957] ------------------------------------- 4 Point [ 1, 392, 1493, 2209 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1371, 1550, 1737 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1426, 1614, 1389 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2017, 735, 2400 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2440, 1292, 1371 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 12494*x^2 + 39025005*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 13008340*x - 18054108800 over Rational Field function(p) ... end function (-490210708204006615305825037617207377338646061923360/2356521068623957110125614\ 89102345006375998627841 : 84273113394821391342103018475983258858838160252225869\ 70030908262344590400/1143949862463399707827328796337230256759635322001840588602\ 32633022607361 : 1) 112.64375348955677225148 Total time: 17.100 seconds, Total memory usage: 19.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:33:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13794,0,47568605,0]); f := P!Reverse([1033,2046,4971,3918,3784]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:33:17 on modular [Seed = 487215731] ------------------------------------- 4 Point [ 1, 1593, 1015, 1689 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13794*x^2 + 47568605*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15856207*x - 24302255406 over Rational Field function(p) ... end function (-690369932874742661508634648843075008695490118574735/3001469988208579227974191\ 13064346255553709810064 : 22757465701847492647101323752901341283017979253994322\ 083605040192783296009/164437553899941256616392370095508680202430495060840717748\ 140870782279488 : 1) 113.46029472274051386193 Total time: 10.750 seconds, Total memory usage: 11.47MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:34:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16308,0,66487712,0]); f := P!Reverse([-1081,-116,4080,232,-3836]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:33:49 on modular [Seed = 1718692136] ------------------------------------- 4 Point [ 1, 118, 241, 1133 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1102, 141, 1693 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1193, 520, 967 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1400, 1788, 895 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2202, 1836, 1214 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16308*x^2 + 66487712*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1385161*x - 627477480 over Rational Field function(p) ... end function (27623431972389461933653152414965347766857168606721/119721473261989371765700217\ 3161678255326103201 : 144990517773119975288271517598430474877499362415960818355\ 883602815741710180/414245766554396463871684690046348718834683580142491628000029\ 34994801 : 1) 113.52519985455228379578 Total time: 19.019 seconds, Total memory usage: 18.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:34:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12864,0,41370620,0]); f := P!Reverse([-119,104,12876,-5200,-346300]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:34:34 on modular [Seed = 1786586579] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 12864*x^2 + 41370620*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13790212*x - 19710786816 over Rational Field function(p) ... end function (48931705369315650059090919913774643563082884062210/807064850950295658976696892\ 6454156862658922289 : 250687354137174849826436014795517234225542610491541828272\ 775715029835767424/725041140578745644465701253378280178279608046142489938622738\ 172015913 : 1) 113.67757533700449812386 Total time: 9.410 seconds, Total memory usage: 26.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:35:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:35:01 on modular [Seed = 1853432312] ------------------------------------- Errors: /bin/sh: line 1: 25165 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:36:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3209,0,-19238,0,28881]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:35:42 on modular [Seed = 1902526092] ------------------------------------- Errors: /bin/sh: line 1: 25170 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:36:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([320,314,-4715,-2286,17775]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:36:14 on modular [Seed = 1969371816] ------------------------------------- Errors: /bin/sh: line 1: 25174 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:37:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3,6,-4805,-4808,1929613]0; S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:37:00 on modular [Seed = 2120822897] ------------------------------------- >> f := P!Reverse([3,6,-4805,-4808,1929613]0; ^ User error: bad syntax >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,2500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 19250*x^2 + 92640621*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:38:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3,6,-4805,-4808,1929613]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:37:42 on modular [Seed = 1112869943] ------------------------------------- Errors: /bin/sh: line 1: 25185 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:38:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3,6,-4805,-4808,1929613]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:38:14 on modular [Seed = 1146292753] ------------------------------------- Errors: /bin/sh: line 1: 25191 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:39:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:38:50 on modular [Seed = 1214187249] ------------------------------------- Errors: /bin/sh: line 1: 25195 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:40:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:39:49 on modular [Seed = 1363550119] ------------------------------------- Errors: /bin/sh: line 1: 25202 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:40:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:40:20 on modular [Seed = 1413683843] ------------------------------------- Errors: /bin/sh: line 1: 25207 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:41:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:40:51 on modular [Seed = 1481574760] ------------------------------------- Errors: /bin/sh: line 1: 25211 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:41:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:41:20 on modular [Seed = 1548422479] ------------------------------------- Errors: /bin/sh: line 1: 25215 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:42:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:41:49 on modular [Seed = 2696409550] ------------------------------------- Errors: /bin/sh: line 1: 25219 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:42:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:42:17 on modular [Seed = 2763257326] ------------------------------------- Errors: /bin/sh: line 1: 25223 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:43:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; F := S[1]; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:42:50 on modular [Seed = 2914712580] ------------------------------------- Errors: /bin/sh: line 1: 25230 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:43:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3289,-536,-19238,1608,28113]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:43:22 on modular [Seed = 2980503608] ------------------------------------- Errors: /bin/sh: line 1: 25234 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:44:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3209,0,-19238,0,28881]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:44:32 on modular [Seed = 3047351398] ------------------------------------- Errors: /bin/sh: line 1: 25238 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:46:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([320,314,-4715,-2286,17775]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:45:46 on modular [Seed = 3182095780] ------------------------------------- Errors: /bin/sh: line 1: 25246 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:47:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19250,0,92640621,0]); f := P!Reverse([3,6,-4805,-4808,1929613]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:47:22 on modular [Seed = 2174144824] ------------------------------------- Errors: /bin/sh: line 1: 25250 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:48:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8458,0,17884437,0]); f := P!Reverse([1339,2596,4003,2664,1407]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:48:18 on modular [Seed = 2240992628] ------------------------------------- Errors: /bin/sh: line 1: 25254 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:49:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8458,0,17884437,0]); f := P!Reverse([1339,2596,4003,2664,1407]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:48:50 on modular [Seed = 2392448607] ------------------------------------- Errors: /bin/sh: line 1: 25261 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:49:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8458,0,17884437,0]); f := P!Reverse([1410,2818,4225,2818,1410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:49:28 on modular [Seed = 2458239401] ------------------------------------- Errors: /bin/sh: line 1: 25265 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:51:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8458,0,17884437,0]); f := P!Reverse([-3,6,2113,-2116,-371711]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:50:58 on modular [Seed = 2508375748] ------------------------------------- 4 Point [ 1, 643, 821, 960 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 8458*x^2 + 17884437*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 5961484*x - 5604442624 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.859 seconds, Total memory usage: 7.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:51:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8458,0,17884437,0]); f := P!Reverse([-3,6,2113,-2116,-371711]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:51:32 on modular [Seed = 2576271918] ------------------------------------- 4 Point [ 1, 18, 1917, 1171 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 561, 1783, 2120 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1054, 1607, 354 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8458*x^2 + 17884437*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 5961484*x - 5604442624 over Rational Field function(p) ... end function (4056907630801646268639688894451796547800807359856611/7016088175702837325035445\ 857601931092369905969 : 2583980172615625983445027794125722081582566087068237459\ 48749198305060051965100/5876822282575475861972428054441285095911631630471342984\ 63500696479703 : 1) 114.110293299498479768772 Total time: 10.710 seconds, Total memory usage: 6.36MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:53:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18122,0,82101717,0]); f := P!Reverse([349,252,4601,1638,14845]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:52:46 on modular [Seed = 3807752479] ------------------------------------- 4 Point [ 1, 1572, 2029, 819 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1770, 1488, 1099 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18122*x^2 + 82101717*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27367244*x - 55096312236 over Rational Field function(p) ... end function (-7741565279828930597683311185172861203329715232693067/256266221720389523078622\ 3437580405874596800940169 : -69603115551208861841607060553345920125391190929958\ 4630280774365437121645730/41023909821110331894843945113919895390293486174668969\ 06726724701568332197 : 1) 114.14336396420101493731 Total time: 18.539 seconds, Total memory usage: 7.84MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:53:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([1113,448,-16518,-3136,61089]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:53:29 on modular [Seed = 3841177294] ------------------------------------- Errors: /bin/sh: line 1: 25287 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:54:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([1181,0,-16518,0,57869]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:54:13 on modular [Seed = 3909073662] ------------------------------------- Errors: /bin/sh: line 1: 25291 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:55:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([2057,1404,-3777,-1374,1955]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:55:03 on modular [Seed = 4058424245] ------------------------------------- Errors: /bin/sh: line 1: 25298 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:56:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([7,14,-4119,-4126,609176]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:55:40 on modular [Seed = 4108559963] ------------------------------------- Errors: /bin/sh: line 1: 25303 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:56:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([7,14,-4119,-4126,609176]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,25); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:56:09 on modular [Seed = 4176456306] ------------------------------------- Errors: /bin/sh: line 1: 25307 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:56:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse[2057,1404,-3777,-1374,1955](); S := FourDescent(f); #S; F := S[1]; pts := Points(F,25); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:56:42 on modular [Seed = 4243303957] ------------------------------------- >> f := P!Reverse[2057,1404,-3777,-1374,1955](); ^ Runtime error in '[]': Bad argument types >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,25); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 16530*x^2 + 68310221*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:57:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([2057,1404,-3777,-1374,1955]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,25); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:56:56 on modular [Seed = 3235353147] ------------------------------------- Errors: /bin/sh: line 1: 25315 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:57:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([1181,0,-16518,0,57869]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,25); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:57:37 on modular [Seed = 3302199782] ------------------------------------- Errors: /bin/sh: line 1: 25319 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:58:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16530,0,68310221,0]); f := P!Reverse([1113,448,-16518,-3136,61089]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,25); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 20:58:22 on modular [Seed = 3453655232] ------------------------------------- Errors: /bin/sh: line 1: 25326 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 20:59:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18760,0,87984396,0]); f := P!Reverse([57,56,18772,9072,1545156]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:59:04 on modular [Seed = 3519448234] ------------------------------------- 4 Point [ 1, 1147, 820, 64 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18760*x^2 + 87984396*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 29328137*x - 61142615625 over Rational Field function(p) ... end function (-1976519120723059615037350040278801236300050008758125/632054244286211868832575\ 006355552357854338823609 : 9711144953544337677646048963149481704083708855608204\ 6769704494539321531600/50249474921471410679528115470697094159664926924921726402\ 6549255033517523 : 1) 114.29190554322946127285 Total time: 17.890 seconds, Total memory usage: 10.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:00:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16340,0,66748896,0]); f := P!Reverse([977,12,4088,24,4268]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 20:59:46 on modular [Seed = 3569582453] ------------------------------------- 4 Point [ 1, 1702, 1493, 1978 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1758, 1194, 2132 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2251, 1512, 144 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16340*x^2 + 66748896*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 1390602*x - 630714960 over Rational Field function(p) ... end function (-1281756323946149523645921965522202030315456180026480/188482540528720695035877\ 3274801530072516649393561 : -22863924741412006044667236679933599776942972309847\ 885290568045528887013900/258765688886349936349525021883538532277885465179816297\ 9338957809655573059 : 1) 114.62219831509271728009 Total time: 10.279 seconds, Total memory usage: 37.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:00:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10932,0,29877152,0]); f := P!Reverse([-647,4,2736,-8,-2884]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:00:20 on modular [Seed = 3754461784] ------------------------------------- 4 Point [ 1, 933, 1734, 1832 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1848, 2439, 2439 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1955, 2163, 931 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2131, 1333, 2471 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 10932*x^2 + 29877152*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 622441*x - 189014280 over Rational Field function(p) ... end function (99284623815691318843597928194756686237956832397297/195563134977043927645425869\ 9373908187529370929 : -98916839536133180872062227623842219457778184273891197841\ 3751730882843762436/86482948127793383180712337932000222184399812095078638287224\ 636010967 : 1) 114.78443366075578069285 Total time: 12.380 seconds, Total memory usage: 11.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:01:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15020,0,56400096,0]); f := P!Reverse([145,104,3782,1336,24433]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:01:02 on modular [Seed = 557216973] ------------------------------------- 4 Point [ 1, 1266, 2475, 1364 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1544, 440, 778 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15020*x^2 + 56400096*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 1175002*x - 489845000 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.759 seconds, Total memory usage: 7.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:01:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15020,0,56400096,0]); f := P!Reverse([145,104,3782,1336,24433]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:01:30 on modular [Seed = 624062701] ------------------------------------- 4 Point [ 1, 420, 332, 1211 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2697, 711, 150 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4762, 4945, 2677 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15020*x^2 + 56400096*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 1175002*x - 489845000 over Rational Field function(p) ... end function (-2773417211098567446165415181573772131997686864602034/443310860798634287259283\ 9049481195470024023683025 : 196847593110921642712896088137813736783989034739602\ 399931770520851175074536/933388739056878766997424864777097482061120071607785416\ 1404332643478297625 : 1) 114.88618447497816532631 Total time: 14.849 seconds, Total memory usage: 7.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:02:09 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Sat Sep 25 2004 21:02:09 on modular [Seed = 691961114] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:02:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18654,0,86992925,0]); f := P!Reverse([-71,-120,4593,3960,-75671]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:02:43 on modular [Seed = 758806844] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 18654*x^2 + 86992925*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28997647*x - 60102423186 over Rational Field function(p) ... end function (198714308692611141087108093406400690939331176356858/27422405481374793584495763\ 703973885078178787441 : 1508035860615870343244359456699713888954040148784053312\ 023109955068602766460/454107131563670319055737900137499340801690953051800358395\ 0803022325239 : 1) 114.96587660635314875889 Total time: 9.300 seconds, Total memory usage: 12.95MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:03:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18600,0,86489996,0]); f := P!Reverse([2729,2040,-17988,-6960,31076]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:03:13 on modular [Seed = 824599874] ------------------------------------- 4 Point [ 1, 15, 2365, 1668 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 825, 2360, 657 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 907, 21, 2253 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 938, 1096, 342 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18600*x^2 + 86489996*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28830004*x + 59581975200 over Rational Field function(p) ... end function (-105657703251387835159563621400446693615616069627878/3677847664402298019275316\ 0290149334691215070289 : 243001026181907391955531820386215641765150770367901712\ 2638771090201235409680/70532715646407632474886388442260067687251442283395116096\ 51004772741337 : 1) 114.96703418010284281081 Total time: 10.539 seconds, Total memory usage: 5.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:04:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13422,0,45037517,0]); f := P!Reverse([6605,616,13434,616,6829]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:04:43 on modular [Seed = 1059613622] ------------------------------------- 4 Point [ 1, 1103, 1184, 63 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13422*x^2 + 45037517*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15012511*x - 22388634210 over Rational Field function(p) ... end function (-17073454742104780254996349289881761947678554058889015/76303588271048997557422\ 38116474374365092114248009 : -3310762810717439362317177195355317480535174427109\ 618846796575637962307789680/210774196559337205090794080717067508363948385505196\ 22358512516965797883973 : 1) 115.016103202199502675284 Total time: 8.109 seconds, Total memory usage: 16.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:05:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15130,0,57229221,0]); f := P!Reverse([-111,168,3691,-2828,-31667]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:05:14 on modular [Seed = 1529064] ------------------------------------- 4 Point [ 1, 1063, 779, 2011 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1181, 704, 2047 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1440, 2393, 849 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15130*x^2 + 57229221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 19076412*x - 32075900640 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.820 seconds, Total memory usage: 11.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:06:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15130,0,57229221,0]); f := P!Reverse([-111,168,3691,-2828,-31667]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:05:49 on modular [Seed = 68374731] ------------------------------------- 4 Point [ 1, 1016, 1019, 3386 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2727, 1672, 316 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2867, 215, 2902 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15130*x^2 + 57229221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 19076412*x - 32075900640 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.399 seconds, Total memory usage: 11.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:06:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15130,0,57229221,0]); f := P!Reverse([-111,168,3691,-2828,-31667]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:06:22 on modular [Seed = 136273700] ------------------------------------- 4 Point [ 1, 378, 989, 3607 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15130*x^2 + 57229221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 19076412*x - 32075900640 over Rational Field function(p) ... end function (295323477756910258991352359619050439113335617256467/57496678714127153115312897\ 658474722820438966369 : 1020172401445919044943953105224525738796808554240063074\ 465883418611223357160/137868210222135395297655519147732738592720695378474636223\ 98619459483153 : 1) 115.089347886794300279689 Total time: 20.239 seconds, Total memory usage: 11.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:07:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8778,0,19263317,0]); f := P!Reverse([-115,202,2067,-1874,-10040]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:07:15 on modular [Seed = 319046770] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 8778*x^2 + 19263317*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6421111*x - 6262707990 over Rational Field function(p) ... end function (830361665911148901740371935129380203718349147564465/31335066419587486544708772\ 79384526326739288464 : 23926600998493066502611707620321615702931377842089085055\ 615168628707471020905/175406599560640088686487837356467523850764325849054290145\ 475528581312 : 1) 115.39466546497996546349 Total time: 10.519 seconds, Total memory usage: 6.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:08:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17652,0,77898272,0]); f := P!Reverse([-1057,4,4416,-8,-4604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:07:47 on modular [Seed = 385892438] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17652*x^2 + 77898272*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1622881*x - 795752160 over Rational Field function(p) ... end function (148160171339285311650808672590862738381913003288433/94310764952616860117603619\ 239646253267409490001 : 6679505189140850002491163086424163465543841828206514564\ 53823489977455342848/2896289042007680464457810823559226540699806428142978693590\ 4263848264999 : 1) 115.55982803298692829230 Total time: 12.269 seconds, Total memory usage: 6.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:08:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13740,0,47196896,0]); f := P!Reverse([-106,211,702,-803,-1532]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:08:22 on modular [Seed = 420368061] ------------------------------------- 4 Point [ 1, 884, 1019, 21 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 933, 1236, 2466 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2262, 45, 1359 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13740*x^2 + 47196896*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 983269*x - 375280620 over Rational Field function(p) ... end function (457531077190365943560751534304653097235616172591593/37350227834603786501047916\ 4402062117501746573456 : -36692797927443003889955886338955743587784241506160621\ 59356806655410605762955/2282652927713980206696868828917373581095043863201752526\ 82418222496999104 : 1) 115.61678494331272304407 Total time: 9.429 seconds, Total memory usage: 26.99MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:09:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6264,0,9809420,0]); f := P!Reverse([329,-104,6276,-1040,29860]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:08:51 on modular [Seed = 487213724] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 6264*x^2 + 9809420*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 3269812*x - 2275778016 over Rational Field function(p) ... end function (-9682892034080232482428704997505842192312042433042338/929110318975179387659125\ 5905406294704454710071369 : -12719368000473879752005497424705495517075175131127\ 18891063746889151159646880/2832050056612481557333042143677125246190191292839209\ 5456871947336796435653 : 1) 115.62627021482855127487 Total time: 10.289 seconds, Total memory usage: 18.42MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:09:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6278,0,9853317,0]); f := P!Reverse([2929,120,6290,120,3361]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:09:25 on modular [Seed = 1635137158] ------------------------------------- 4 Point [ 1, 237, 2169, 1200 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6278*x^2 + 9853317*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 3284444*x - 2289976416 over Rational Field function(p) ... end function (-9555691529251170973303601146922314601473308155233492/914968115505506252199801\ 8212254374970588645468529 : -18058414864326766165436870471445477457057979247091\ 40184374312950349252130240/2767635803899936211198906415404189560320888260377427\ 1501076017228073341833 : 1) 115.66476195250513114842 Total time: 14.820 seconds, Total memory usage: 14.77MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:10:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18032,0,81288252,0]); f := P!Reverse([-71,28,4508,-868,-71471]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:09:57 on modular [Seed = 1753169839] ------------------------------------- 4 Point [ 1, 283, 847, 1887 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 449, 280, 1214 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2117, 774, 2057 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2153, 155, 2445 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18032*x^2 + 81288252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27096089*x - 54279456231 over Rational Field function(p) ... end function (1897711437626986807994083013297828656700576385724439/2595724779820985176734243\ 4136346802481207834161 : 824533555202156527799180191220102530563016669882011147\ 94155402611223533394444/4182037902887577463722910877268867954138302051601991394\ 146554552444841 : 1) 115.77170345679539309458 Total time: 12.460 seconds, Total memory usage: 12.46MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:10:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15090,0,56927021,0]); f := P!Reverse([3805,-3448,-13902,6632,14213]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:10:27 on modular [Seed = 1836727116] ------------------------------------- 4 Point [ 1, 1076, 1769, 1928 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1207, 441, 796 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 15090*x^2 + 56927021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18975679*x + 31815861630 over Rational Field function(p) ... end function (-1068959325137096745374161168350232577735707531957699/235596692251917606488749\ 247747423786652442723225 : 1790183807381732759269845193807166857899291175582572\ 4987186067024217212738424/11435463790613131899100299843637153988462304024401445\ 8746540209878504125 : 1) 115.78742835741225292167 Total time: 14.359 seconds, Total memory usage: 14.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:11:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16314,0,66536645,0]); f := P!Reverse([-31,-34,4077,2372,-133529]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:11:01 on modular [Seed = 1902520182] ------------------------------------- 4 Point [ 1, 217, 1807, 1899 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 722, 545, 1846 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1037, 2078, 973 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1529, 2449, 426 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1919, 880, 1526 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2267, 2110, 2486 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16314*x^2 + 66536645*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22178887*x - 40202900166 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.660 seconds, Total memory usage: 18.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:11:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16314,0,66536645,0]); f := P!Reverse([-31,-34,4077,2372,-133529]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:11:27 on modular [Seed = 1969365864] ------------------------------------- 4 Point [ 1, 2471, 1989, 3419 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 3387, 3387, 2276 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16314*x^2 + 66536645*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22178887*x - 40202900166 over Rational Field function(p) ... end function (969979609758729772027372958576825897169267587045203/19680137567941492677630759\ 228834570352716900241 : 3006620742390866058298477587356666465454814673310837755\ 7022832995741315470000/27608460794291014757751116668146512775712630468269487039\ 43060258932039 : 1) 115.95719186488177854243 Total time: 14.509 seconds, Total memory usage: 18.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:12:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14552,0,52940172,0]); f := P!Reverse([793,-498,3758,-1158,4261]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:12:04 on modular [Seed = 2037264191] ------------------------------------- 4 Point [ 1, 144, 1513, 1539 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 158, 863, 1269 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 513, 730, 566 ] was singular mod 2503 and ignored at the #3 lift Errors: /bin/sh: line 1: 25435 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:12:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14552,0,52940172,0]); f := P!Reverse([2425,4848,7274,4852,2426])); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:12:41 on modular [Seed = 2104110038] ------------------------------------- >> f := P!Reverse([2425,4848,7274,4852,2426])); ^ User error: bad syntax >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,2500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 14552*x^2 + 52940172*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:13:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14552,0,52940172,0]); f := P!Reverse([2425,4848,7274,4852,2426]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:12:59 on modular [Seed = 1146295037] ------------------------------------- Errors: /bin/sh: line 1: 25446 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:13:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14552,0,52940172,0]); f := P!Reverse([-175,-208,14804,11808,-295484]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:13:36 on modular [Seed = 1214193322] ------------------------------------- Errors: /bin/sh: line 1: 25450 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:14:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14552,0,52940172,0]); f := P!Reverse([-71,100,16946,21980,-664871]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:14:15 on modular [Seed = 1281038985] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 14552*x^2 + 52940172*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 17646729*x - 28526892471 over Rational Field function(p) ... end function (52064453396457123128833939370164362507081814848083793/832930158263332402507644\ 2650867882258515318438241 : 780273573091110365449245391892962514893632618738876\ 2133364053695814738532473720/24038805335353258299828708287159645613362239630288\ 320037193393473069314961 : 1) 116.023667952211425813402 Total time: 16.870 seconds, Total memory usage: 8.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:15:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16050,0,64400621,0]); f := P!Reverse([-23,8,16074,-2248,-2797039]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:15:35 on modular [Seed = 1413680449] ------------------------------------- 4 Point [ 1, 944, 128, 164 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2397, 430, 1604 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16050*x^2 + 64400621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21466879*x - 38282572350 over Rational Field function(p) ... end function (6589812097317059861671869749428033928647421455924525/4041979189124171207902844\ 20242569168718253447729 : -5104185131533336466104174566050903646373358372195919\ 73576034049640679238009450/2569751390382305035959581208839756729192850483967499\ 19777636967960251817 : 1) 116.47151821804560256623 Total time: 7.849 seconds, Total memory usage: 10.76MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:16:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19616,0,96196860,0]); f := P!Reverse([2113,-784,19724,-3680,45700]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:16:05 on modular [Seed = 1598555688] ------------------------------------- 4 Point [ 1, 224, 1225, 1630 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 835, 2496, 187 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2375, 576, 1971 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2470, 2293, 2380 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19616*x^2 + 96196860*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 32065625*x - 69878088423 over Rational Field function(p) ... end function (-82938243664303271122182535865457771622356314542521703/25367041522768419492955\ 573533009929957131781988961 : 2441015979479836819279356083329120826406897981143\ 2846461872083705961528624256/12776289079302869852424822824799047910185315419736\ 3223074930792091134753041 : 1) 116.90785306328433534872 Total time: 13.449 seconds, Total memory usage: 17.09MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:16:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15342,0,58844237,0]); f := P!Reverse([7345,224,15354,224,8009]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:16:37 on modular [Seed = 640778102] ------------------------------------- 4 Errors: /bin/sh: line 1: 25603 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:17:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15342,0,58844237,0]); f := P!Reverse([7669,0,15354,0,7669]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:17:14 on modular [Seed = 3470366577] ------------------------------------- Errors: /bin/sh: line 1: 25835 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:18:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15342,0,58844237,0]); f := P!Reverse([-195,16,3891,-394,-18669]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:17:46 on modular [Seed = 2342310421] ------------------------------------- Errors: /bin/sh: line 1: 26031 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:18:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15342,0,58844237,0]); f := P!Reverse([-1,2,3837,-3838,-3674888]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:18:17 on modular [Seed = 1214190006] ------------------------------------- 4 Point [ 1, 322, 1623, 977 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 508, 1717, 2172 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 583, 75, 1093 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1759, 1585, 1533 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15342*x^2 + 58844237*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19614751*x - 33436584930 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.140 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:19:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15342,0,58844237,0]); f := P!Reverse([-1,2,3837,-3838,-3674888]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:18:45 on modular [Seed = 101801941] ------------------------------------- 4 Point [ 1, 1303, 3906, 869 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15342*x^2 + 58844237*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19614751*x - 33436584930 over Rational Field function(p) ... end function (38544636251681873523188540188722598683047698323101681/619944038050673269434094\ 2826953505111430170073104 : -44990622277177887807288546530131138906708191720978\ 57629105649911155089981951945/1543578538672059708167054770698951187963117115056\ 1199987973743411274911808 : 1) 116.95540998818849232065 Total time: 15.900 seconds, Total memory usage: 5.45MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:19:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([-1855,-3104,17100,15424,-45500]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:19:41 on modular [Seed = 1598555995] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 19032*x^2 + 90554252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30184756*x - 63830663520 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.460 seconds, Total memory usage: 27.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:20:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([-1855,-3104,17100,15424,-45500]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:20:04 on modular [Seed = 742093888] ------------------------------------- 4 Point [ 1, 1575, 4135, 3458 ] was singular mod 4507 and ignored at the #1 lift Point [ 1, 1841, 20, 3762 ] was singular mod 4507 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19032*x^2 + 90554252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30184756*x - 63830663520 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.689 seconds, Total memory usage: 27.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:20:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([-1855,-3104,17100,15424,-45500]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:20:34 on modular [Seed = 2508377567] ------------------------------------- 4 Point [ 1, 1667, 4935, 4532 ] was singular mod 5501 and ignored at the #1 lift Point [ 1, 1785, 720, 1755 ] was singular mod 5501 and ignored at the #1 lift Point [ 1, 2613, 751, 10 ] was singular mod 5501 and ignored at the #3 lift Point [ 1, 4200, 2767, 4225 ] was singular mod 5501 and ignored at the #1 lift Point [ 1, 4925, 2909, 4965 ] was singular mod 5501 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19032*x^2 + 90554252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30184756*x - 63830663520 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.910 seconds, Total memory usage: 27.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:21:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([-1855,-3104,17100,15424,-45500]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:21:05 on modular [Seed = 1346832634] ------------------------------------- 4 Point [ 1, 3983, 2424, 1102 ] was singular mod 6521 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19032*x^2 + 90554252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30184756*x - 63830663520 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.320 seconds, Total memory usage: 27.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:22:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([-71,0,19044,0,-1274876]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:21:42 on modular [Seed = 1969368569] ------------------------------------- Errors: /bin/sh: line 1: 27487 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:22:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19032,0,90554252,0]); f := P!Reverse([516,550,4980,2570,11304]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:22:20 on modular [Seed = 1701985668] ------------------------------------- 4 Point [ 1, 3653, 3068, 5987 ] was singular mod 6521 and ignored at the #1 lift Point [ 1, 4077, 5619, 5327 ] was singular mod 6521 and ignored at the #1 lift Point [ 1, 6405, 4376, 484 ] was singular mod 6521 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19032*x^2 + 90554252*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30184756*x - 63830663520 over Rational Field function(p) ... end function (-113685057273848335590734043610172500127943837393468479/3584478509685252388042\ 7190215854193433058149022500 : 409908661778494695760886009658817121628514536313\ 17381707515247310090492935681/2146045726845589932675048853722309106572982929768\ 06305906664266043059625000 : 1) 117.24543332734516809523 Total time: 20.230 seconds, Total memory usage: 29.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:23:07 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Sat Sep 25 2004 21:23:07 on modular [Seed = 1112873621] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:23:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13542,0,45846437,0]); f := P!Reverse([6749,656,13554,656,6805]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:23:15 on modular [Seed = 2392446369] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 13542*x^2 + 45846437*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15282151*x - 22994519130 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.779 seconds, Total memory usage: 35.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:23:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13542,0,45846437,0]); f := P!Reverse([6749,656,13554,656,6805]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:23:40 on modular [Seed = 268913443] ------------------------------------- 4 Point [ 1, 1762, 3909, 1074 ] was singular mod 4507 and ignored at the #1 lift Point [ 1, 1928, 52, 2209 ] was singular mod 4507 and ignored at the #3 lift Point [ 1, 3703, 2277, 4483 ] was singular mod 4507 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 13542*x^2 + 45846437*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15282151*x - 22994519130 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.469 seconds, Total memory usage: 35.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:24:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13542,0,45846437,0]); f := P!Reverse([6749,656,13554,656,6805]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:24:12 on modular [Seed = 775517500] ------------------------------------- 4 Point [ 1, 1122, 3583, 2737 ] was singular mod 5501 and ignored at the #1 lift Point [ 1, 1437, 4919, 2874 ] was singular mod 5501 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 13542*x^2 + 45846437*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15282151*x - 22994519130 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.530 seconds, Total memory usage: 35.62MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:25:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13542,0,45846437,0]); f := P!Reverse([6769,0,13554,0,6769]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:24:52 on modular [Seed = 3619720349] ------------------------------------- Errors: /bin/sh: line 1: 28665 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:25:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13542,0,45846437,0]); f := P!Reverse([-1,2,3387,-3388,-2862863]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:25:26 on modular [Seed = 4243302219] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 13542*x^2 + 45846437*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15282151*x - 22994519130 over Rational Field function(p) ... end function (69973390682682194427188111196041875893480333461837474/632201082708427027043573\ 2857458514451411944696289 : -17148161980553777622221228991220877334267718385333\ 638489432706960817839573757720/158958169481996606041241496752394368863899810824\ 98364633056359033157752913 : 1) 117.45518564314861009734 Total time: 13.000 seconds, Total memory usage: 26.64MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:26:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9088,0,20647932,0]); f := P!Reverse([-271,-88,9100,1584,-75996]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:26:04 on modular [Seed = 2224283416] ------------------------------------- 4 Point [ 1, 185, 177, 2135 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9088*x^2 + 20647932*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 6882649*x - 6952224409 over Rational Field function(p) ... end function (2576671577495030785344863246806039872260603041260103/2144700411416712607618010\ 11262111166905123183569 : 12737440359236620737231305243264440411779147696956076\ 3893331846193175192244000/99323028341122687454121451861264255947236035921244579\ 238270851387657753 : 1) 117.45737908438813690281 Total time: 9.689 seconds, Total memory usage: 19.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:27:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([1441,2844,-1677,-3042,1639]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:27:09 on modular [Seed = 1885809583] ------------------------------------- 4 Errors: /bin/sh: line 1: 29506 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:28:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([1441,2844,-1677,-3042,1639]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:27:44 on modular [Seed = 792229130] ------------------------------------- 4 Errors: /bin/sh: line 1: 29722 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:28:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([1512,3022,-1509,-3022,1512]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:28:22 on modular [Seed = 824601395] ------------------------------------- Errors: /bin/sh: line 1: 29957 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:29:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([89,156,-14592,-17976,648308]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:28:54 on modular [Seed = 4276724892] ------------------------------------- Errors: /bin/sh: line 1: 30154 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:29:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([5,0,-15126,0,11415605]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:29:26 on modular [Seed = 2713123808] ------------------------------------- Errors: /bin/sh: line 1: 30358 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:30:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-15114,0,57108245,0]); f := P!Reverse([5,0,-15126,0,11415605]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:29:54 on modular [Seed = 136270508] ------------------------------------- Errors: /bin/sh: line 1: 30526 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:31:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14720,0,54169596,0]); f := P!Reverse([-23,-24,14732,8112,-2351804]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:31:25 on modular [Seed = 1581843595] ------------------------------------- 4 Point [ 1, 1655, 930, 1103 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1923, 227, 2283 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14720*x^2 + 54169596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 18056537*x - 29526424935 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.640 seconds, Total memory usage: 23.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:32:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14720,0,54169596,0]); f := P!Reverse([-23,-24,14732,8112,-2351804]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:31:52 on modular [Seed = 824601602] ------------------------------------- 4 Point [ 1, 2856, 644, 813 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14720*x^2 + 54169596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 18056537*x - 29526424935 over Rational Field function(p) ... end function (11610382963698407600039310701890374891601506966175181/148629954316374634961387\ 4391343880760031087861569 : -10024094085124124879285881894916448208053862320672\ 67949149252961900670658187280/1812005520431407989019261176988394598854366701975\ 831877152049347883113247 : 1) 118.018497602997427975424 Total time: 13.769 seconds, Total memory usage: 23.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:32:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8630,0,18619221,0]); f := P!Reverse([-255,-208,8642,3952,-72143]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:32:25 on modular [Seed = 891447335] ------------------------------------- 4 Point [ 1, 492, 1957, 315 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 912, 1927, 1460 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 8630*x^2 + 18619221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 6206412*x - 5949175680 over Rational Field function(p) ... end function (14277147825345050200838723553153171567317673319606384/454630034601306877505116\ 1512788949702283006906025 : -72027424727400552615418982849413599330661585160814\ 5113398484444949102583856552/96936466576267742844757916029549318808205875502838\ 30644721294951873504875 : 1) 118.30213377397880947228 Total time: 10.320 seconds, Total memory usage: 8.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:33:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:32:55 on modular [Seed = 691958869] ------------------------------------- 4 Point [ 1, 885, 1908, 1652 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2463, 2361, 151 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.199 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:33:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:33:16 on modular [Seed = 557218886] ------------------------------------- 4 Point [ 1, 359, 429, 169 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2449, 3597, 4191 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2866, 1950, 4263 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3038, 3973, 4335 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.900 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:34:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:33:44 on modular [Seed = 624064614] ------------------------------------- 4 Point [ 1, 4876, 6424, 719 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.420 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:34:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:34:13 on modular [Seed = 503923632] ------------------------------------- 4 Point [ 1, 2110, 6766, 5931 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.500 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:35:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([9705,8,19410,-8,9705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:34:46 on modular [Seed = 302337951] ------------------------------------- Errors: /bin/sh: line 1: 31273 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:35:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([9705,8,19410,-8,9705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:35:14 on modular [Seed = 352471292] ------------------------------------- Errors: /bin/sh: line 1: 31278 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:36:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([9705,8,19410,-8,9705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:35:44 on modular [Seed = 152982722] ------------------------------------- Errors: /bin/sh: line 1: 31282 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:36:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:36:22 on modular [Seed = 219828512] ------------------------------------- Errors: /bin/sh: line 1: 31286 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:37:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-1087,1344,18906,-11472,-84583]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:37:00 on modular [Seed = 101800449] ------------------------------------- 4 Errors: /bin/sh: line 1: 31293 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:37:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-1087,1344,18906,-11472,-84583]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:37:35 on modular [Seed = 2053973534] ------------------------------------- Errors: /bin/sh: line 1: 31297 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:38:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:38:37 on modular [Seed = 2087395546] ------------------------------------- 4 Point [ 1, 1, 10, 10 ] was singular mod 11 and ignored at the #3 lift Point [ 1, 4, 2, 5 ] was singular mod 11 and ignored at the #1 lift Point [ 1, 5, 7, 6 ] was singular mod 11 and ignored at the #1 lift Point [ 1, 6, 7, 2 ] was singular mod 11 and ignored at the #1 lift Point [ 1, 8, 5, 2 ] was singular mod 11 and ignored at the #3 lift Point [ 1, 10, 1, 2 ] was singular mod 11 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.760 seconds, Total memory usage: 18.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:39:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:39:10 on modular [Seed = 1885809909] ------------------------------------- 4 Point [ 1, 32, 16, 5 ] was singular mod 101 and ignored at the #1 lift Point [ 1, 33, 90, 100 ] was singular mod 101 and ignored at the #1 lift Point [ 1, 97, 26, 59 ] was singular mod 101 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.849 seconds, Total memory usage: 17.84MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:39:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:39:37 on modular [Seed = 1952655510] ------------------------------------- 4 Point [ 1, 111, 514, 908 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.849 seconds, Total memory usage: 17.73MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:40:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:40:04 on modular [Seed = 1836724642] ------------------------------------- Errors: /bin/sh: line 1: 31318 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:41:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:40:45 on modular [Seed = 1618427718] ------------------------------------- Errors: /bin/sh: line 1: 31323 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:41:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:41:16 on modular [Seed = 1685273443] ------------------------------------- 4 Point [ 1, 205, 1249, 1115 ] was singular mod 1511 and ignored at the #3 lift Point [ 1, 687, 242, 1337 ] was singular mod 1511 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.010 seconds, Total memory usage: 17.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:42:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1700); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:41:53 on modular [Seed = 1481574146] ------------------------------------- Errors: /bin/sh: line 1: 31331 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:42:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1650); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:42:23 on modular [Seed = 1548419864] ------------------------------------- Errors: /bin/sh: line 1: 31335 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:43:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([-4487,7236,15048,-14472,-17948]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1620); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:42:53 on modular [Seed = 1430391539] ------------------------------------- Errors: /bin/sh: line 1: 31342 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:43:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1620); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:43:24 on modular [Seed = 1230902990] ------------------------------------- 4 Point [ 1, 192, 627, 522 ] was singular mod 1621 and ignored at the #3 lift Point [ 1, 1269, 397, 1584 ] was singular mod 1621 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 6.349 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:43:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:43:45 on modular [Seed = 1297748647] ------------------------------------- 4 Point [ 1, 359, 429, 169 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2449, 3597, 4191 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2866, 1950, 4263 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3038, 3973, 4335 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.830 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:44:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:44:10 on modular [Seed = 1096162960] ------------------------------------- 4 Point [ 1, 4876, 6424, 719 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.440 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:45:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19410,0,94187021,0]); f := P!Reverse([601,-692,19704,-11288,158372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:44:48 on modular [Seed = 1163008878] ------------------------------------- 4 Point [ 1, 168, 6738, 983 ] was singular mod 7507 and ignored at the #1 lift Point [ 1, 3289, 5788, 780 ] was singular mod 7507 and ignored at the #3 lift Point [ 1, 5392, 5736, 477 ] was singular mod 7507 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19410*x^2 + 94187021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31395679*x - 67709979870 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.210 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:47:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10824,0,29289740,0]); f := P!Reverse([2577,184,10836,368,11364]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:47:45 on modular [Seed = 3182093127] ------------------------------------- 4 Point [ 1, 11, 170, 180 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1005, 866, 1104 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2238, 2398, 2362 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10824*x^2 + 29289740*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9763252*x - 11741918496 over Rational Field function(p) ... end function (-116374351886786620833893508887138699212249520007045530/6453866314249186715407\ 5816644039071664360668859481 : -69446286913395186818196521771195649035937320145\ 204703589241227650886108593168/518477539845958206595954022723642992012688846184\ 521204046420154628257961379 : 1) 118.64288589080575775369 Total time: 10.560 seconds, Total memory usage: 29.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:48:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([3241,568,-13428,-1136,13892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:48:22 on modular [Seed = 2980507500] ------------------------------------- 4 Point [ 1, 132, 1847, 2292 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1169, 773, 1814 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1364, 1026, 1605 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1916, 1641, 808 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2048, 1128, 2042 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2403, 2048, 1045 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.720 seconds, Total memory usage: 8.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:49:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([3241,568,-13428,-1136,13892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:48:51 on modular [Seed = 2864565138] ------------------------------------- 4 Point [ 1, 1675, 1296, 3134 ] was singular mod 4507 and ignored at the #3 lift Point [ 1, 4438, 3275, 2695 ] was singular mod 4507 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.949 seconds, Total memory usage: 8.33MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:49:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([3241,568,-13428,-1136,13892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:49:23 on modular [Seed = 2931412918] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.109 seconds, Total memory usage: 8.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:50:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([3361,0,-13428,0,13444]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:50:02 on modular [Seed = 2729821139] ------------------------------------- Errors: /bin/sh: line 1: 31385 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:51:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([3361,0,-13428,0,13444]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:50:41 on modular [Seed = 2779956463] ------------------------------------- Errors: /bin/sh: line 1: 31390 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:51:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:51:14 on modular [Seed = 2576283696] ------------------------------------- 4 Errors: /bin/sh: line 1: 31394 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:51:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:51:43 on modular [Seed = 2643131401] ------------------------------------- 4 Point [ 1, 755, 311, 982 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 782, 176, 65 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.560 seconds, Total memory usage: 10.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:52:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:52:08 on modular [Seed = 2525099877] ------------------------------------- 4 Point [ 1, 369, 50, 1136 ] was singular mod 1511 and ignored at the #3 lift Point [ 1, 461, 211, 786 ] was singular mod 1511 and ignored at the #1 lift Point [ 1, 889, 161, 1427 ] was singular mod 1511 and ignored at the #3 lift Point [ 1, 1505, 519, 1002 ] was singular mod 1511 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.580 seconds, Total memory usage: 10.17MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:52:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:52:32 on modular [Seed = 2325605201] ------------------------------------- 4 Point [ 1, 903, 883, 290 ] was singular mod 1801 and ignored at the #1 lift Point [ 1, 1246, 825, 827 ] was singular mod 1801 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.699 seconds, Total memory usage: 9.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:53:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:53:07 on modular [Seed = 2359028916] ------------------------------------- 4 Point [ 1, 642, 981, 78 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 877, 423, 58 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.619 seconds, Total memory usage: 10.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:53:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:53:32 on modular [Seed = 2157437095] ------------------------------------- Errors: /bin/sh: line 1: 31419 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:54:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:54:02 on modular [Seed = 2224284805] ------------------------------------- 4 Point [ 1, 437, 1204, 293 ] was singular mod 2309 and ignored at the #1 lift Errors: /bin/sh: line 1: 31423 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:54:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:54:37 on modular [Seed = 4176451742] ------------------------------------- 4 Point [ 1, 685, 877, 1038 ] was singular mod 2203 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.779 seconds, Total memory usage: 9.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:55:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([2,4,-3354,-3356,1411201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2290); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:55:09 on modular [Seed = 4041707702] ------------------------------------- Errors: /bin/sh: line 1: 31435 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:56:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-13440,0,45158396,0]); f := P!Reverse([420,758,-2862,-2852,6048]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2290); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:55:48 on modular [Seed = 4108555371] ------------------------------------- 4 Point [ 1, 477, 1719, 1175 ] was singular mod 2293 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 13440*x^2 + 45158396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 15052804*x + 22478830080 over Rational Field function(p) ... end function (283381763153177895817882942457633729698502872762192081/36290667076850708062449\ 281311137447325862874675600 : 1349572160541178064610045266033007844129540386669\ 78251858858421281069499434981479/2186212770666192382367749854106812838925688752\ 79432333087622508788454904000 : 1) 118.85729394144372861319 Total time: 16.260 seconds, Total memory usage: 27.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:57:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14826,0,54952565,0]); f := P!Reverse([-1481,-2808,1713,2886,-1559]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:57:22 on modular [Seed = 3909061585] ------------------------------------- 4 Errors: /bin/sh: line 1: 31443 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:58:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14826,0,54952565,0]); f := P!Reverse([-1482,-2962,1491,2974,-1479]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 21:57:59 on modular [Seed = 3791028989] ------------------------------------- Errors: /bin/sh: line 1: 31450 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 21:58:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14826,0,54952565,0]); f := P!Reverse([461,20,3705,74,7453]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:58:30 on modular [Seed = 3857876632] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 14826*x^2 + 54952565*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18317527*x - 30175046454 over Rational Field function(p) ... end function (-2499464101290481159420650984446187491946912622978305390/101076365839548520262\ 0157030583588254422808209753881 : -21214570949862576274273750227456949842551908\ 77213308697193994532050098378885254/3213471318139790916262504742176777845888872\ 9863091004210639594943769305044221 : 1) 118.94040171908855541005 Total time: 20.649 seconds, Total memory usage: 10.84MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:00:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11368,0,32307852,0]); f := P!Reverse([2801,408,11380,816,11556]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 21:59:56 on modular [Seed = 3637492607] ------------------------------------- 4 Point [ 1, 264, 634, 1284 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 993, 1964, 1004 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 11368*x^2 + 32307852*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 10769289*x - 13606378569 over Rational Field function(p) ... end function (-242894249089337063194327495312030232705123299821088901/1281860061654653557906\ 55689264375825405095950203041 : -2182787520924595739564596779718774004268413203\ 35393816466264950767685327668800/1451312463677339223336887543079385935401160564\ 323130919108805220012357055089 : 1) 119.35368598052502875361 Total time: 11.330 seconds, Total memory usage: 23.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:00:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10830,0,29322221,0]); f := P!Reverse([5245,472,10842,472,5597]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:00:37 on modular [Seed = 725371092] ------------------------------------- Errors: /bin/sh: line 1: 31505 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:01:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10830,0,29322221,0]); f := P!Reverse([5413,0,10842,0,5413]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:01:14 on modular [Seed = 573915634] ------------------------------------- Errors: /bin/sh: line 1: 31512 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:02:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10830,0,29322221,0]); f := P!Reverse([-483,-664,2379,1762,-3477]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:01:59 on modular [Seed = 640762891] ------------------------------------- 4 Point [ 1, 1101, 1268, 992 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1402, 1235, 992 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10830*x^2 + 29322221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9774079*x - 11761455810 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.250 seconds, Total memory usage: 6.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:02:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10830,0,29322221,0]); f := P!Reverse([-483,-664,2379,1762,-3477]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:02:20 on modular [Seed = 437090316] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 10830*x^2 + 29322221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9774079*x - 11761455810 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.169 seconds, Total memory usage: 6.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:03:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10830,0,29322221,0]); f := P!Reverse([-483,-664,2379,1762,-3477]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:02:43 on modular [Seed = 503938151] ------------------------------------- 4 Point [ 1, 739, 4675, 759 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 1561, 7476, 6769 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 6448, 533, 6769 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7270, 3334, 759 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10830*x^2 + 29322221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 9774079*x - 11761455810 over Rational Field function(p) ... end function (378238419089404011002286954259177949622004340297272378/10422803653080563615019\ 2616301419097040986380277449 : -25171353129132359091260943483280233558074872737\ 261979626787606604572587462684020/106408625844682271709243707940937615937693193\ 9426105743634259734696196675707 : 1) 119.47280792051097364492 Total time: 19.089 seconds, Total memory usage: 6.21MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:03:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19846,0,98465925,0]); f := P!Reverse([1061,80,19858,720,92781]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:03:28 on modular [Seed = 302346328] ------------------------------------- 4 Point [ 1, 424, 14, 112 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2032, 2268, 955 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19846*x^2 + 98465925*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 32821980*x - 72387018900 over Rational Field function(p) ... end function (-275568155014563535999011280731711235401874863482222026/8327409024783073128681\ 8488530518639281030577580721 : 122772822483193212248383523625465495569894507116\ 191219331123763079754775895360/759914699149582037871156754665961348585821349190\ 856752679819961961319397481 : 1) 119.54758617926184172119 Total time: 8.179 seconds, Total memory usage: 14.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:04:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5686,0,8082645,0]); f := P!Reverse([2741,368,5698,368,2957]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:03:56 on modular [Seed = 352483235] ------------------------------------- 4 Point [ 1, 126, 2083, 2315 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1440, 128, 1700 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 5686*x^2 + 8082645*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 2694220*x - 1703036500 over Rational Field function(p) ... end function (-169395614297375128436062905172831680536605702105650434/1789585561733117577426\ 01716672716214232612607425225 : 17757062242208800769316212477904093475984883935\ 2263521616733980720642282385936/23940251079139304525426757872159387222298985890\ 38283541226184678291192309125 : 1) 119.68729352932697906908 Total time: 8.300 seconds, Total memory usage: 27.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:04:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16470,0,67815221,0]); f := P!Reverse([5065,4232,-15144,-6696,12680]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:04:23 on modular [Seed = 152988564] ------------------------------------- 2 Errors: /bin/sh: line 1: 31539 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:05:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16470,0,67815221,0]); f := P!Reverse([937,784,-16224,-6856,71656]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:04:58 on modular [Seed = 219836413] ------------------------------------- FourDescent( f: 937*x^4 + 784*x^3 - 16224*x^2 - 6856*x + 71656 ) ReduceFD( fd: [ [835524464366461645798927399755386453325725607623277595500... ) StollReduce( desc: [ [230486310300277712072103980606786010634142695482907116784... ) Covariant( mat1: [23048631030027771207210398060678601063414269548290711678429..., mat2: [79287573090385570282921593033287354535231656255821762217153... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,2500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 16470*x^2 + 67815221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22605074*x + 41367284505 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.289 seconds, Total memory usage: 18.48MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:07:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16470,0,67815221,0]); f := P!Reverse([5065,4232,-15144,-6696,12680]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:06:48 on modular [Seed = 101802756] ------------------------------------- 2 Point [ 1, 1932, 1942, 1028 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16470*x^2 + 67815221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22605074*x + 41367284505 over Rational Field function(p) ... end function (423730946437432475131283400104/154364650430854646020909225 : 2458508166192110221267322417577401567/1917881547294502976378052931985157887125 : 1) 59.95606433380699940016 Total time: 13.689 seconds, Total memory usage: 6.73MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:09:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18858,0,88906037,0]); f := P!Reverse([825,-1606,5889,-4976,7899]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:08:40 on modular [Seed = 2137529069] ------------------------------------- 4 Point [ 1, 683, 1204, 455 ] was singular mod 2503 and ignored at the #1 lift Errors: /bin/sh: line 1: 31557 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:09:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18858,0,88906037,0]); f := P!Reverse([857,1714,6003,5146,7714]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:09:20 on modular [Seed = 1935939225] ------------------------------------- Errors: /bin/sh: line 1: 31561 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:10:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18858,0,88906037,0]); f := P!Reverse([-184,254,4587,-3214,-29627]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:09:56 on modular [Seed = 1786580900] ------------------------------------- 4 Point [ 1, 997, 98, 337 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1224, 75, 880 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1472, 691, 1267 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1732, 1180, 784 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18858*x^2 + 88906037*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29635351*x - 62095905270 over Rational Field function(p) ... end function (246398806207196985244395080715436127356442190532401489/38215986194455404262732\ 065097291509697888208413696 : -287965214383440128233571356263754104540320666784\ 13810516990501674626634560727975/2362477097757158526736622031089925567350480406\ 09321534416700101585406623744 : 1) 119.95915107169183499991 Total time: 16.719 seconds, Total memory usage: 11.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:11:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16912,0,71503932,0]); f := P!Reverse([1465,-136,16924,-816,48804]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:11:17 on modular [Seed = 1870138128] ------------------------------------- Errors: /bin/sh: line 1: 31573 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:12:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16912,0,71503932,0]); f := P!Reverse([1409,0,16924,0,50724]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:11:47 on modular [Seed = 1668548410] ------------------------------------- Errors: /bin/sh: line 1: 31577 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:12:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16912,0,71503932,0]); f := P!Reverse([-280,274,4132,-2042,-15700]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sat Sep 25 2004 22:12:18 on modular [Seed = 1515011810] ------------------------------------- 4 Point [ 1, 1381, 1688, 2122 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16912*x^2 + 71503932*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23834649*x - 44795869209 over Rational Field function(p) ... end function (405612323206180700092428817537224360934923967071251381/42966137562365215212773\ 482130280815627456623444900 : 2129283464229428853285690456263445735225401403474\ 73958770278334468369011895334079/2816368458482572890171491890787654379921210245\ 64513454552051106435141543000 : 1) 120.073217391422119249000 Total time: 11.000 seconds, Total memory usage: 27.28MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:13:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([1691,3206,-1881,-3220,1705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:12:57 on modular [Seed = 1565145550] ------------------------------------- Errors: /bin/sh: line 1: 31591 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:13:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([1663,3326,-1659,-3322,1664]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:13:27 on modular [Seed = 1363555747] ------------------------------------- Errors: /bin/sh: line 1: 31595 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:14:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([273,-40,-16782,2392,251457]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:14:01 on modular [Seed = 1430401414] ------------------------------------- Errors: /bin/sh: line 1: 31599 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.60 (66.63.133.60) Time: Sat Sep 25 22:15:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([5,0,-16614,0,13827845]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Sep 25 2004 22:14:43 on modular [Seed = 1230909024] ------------------------------------- Errors: /bin/sh: line 1: 31603 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:38:32 2004 Input: Factorize Output: Magma V2.11-6 Sun Sep 26 2004 00:38:32 on modular [Seed = 2224259697] ------------------------------------- >> Factorize ^ User error: Identifier 'Factorize' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:45:26 2004 Input: SetVerbose("Factorization",true) Output: Magma V2.11-6 Sun Sep 26 2004 00:45:26 on modular [Seed = 4209898145] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:45:45 2004 Input: SetVerbose("Factorization",true) Factorization(35) Output: Magma V2.11-6 Sun Sep 26 2004 00:45:45 on modular [Seed = 4058446261] ------------------------------------- >> Factorization(35); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:46:07 2004 Input: SetVerbose("Factorization",true) Factorize(35) Output: Magma V2.11-6 Sun Sep 26 2004 00:46:07 on modular [Seed = 3975930974] ------------------------------------- >> Factorize(35); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:46:38 2004 Input: SetVerbose("Factorization",true) Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:46:38 on modular [Seed = 3841191031] ------------------------------------- >> Factorization(35);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:46:45 2004 Input: SetVerbose("Factorization",true) f := Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:46:45 on modular [Seed = 3824479083] ------------------------------------- >> f := Factorization(35);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:46:49 2004 Input: SetVerbose("Factorization",true) f := Factorization(35) Output: Magma V2.11-6 Sun Sep 26 2004 00:46:49 on modular [Seed = 3737769562] ------------------------------------- >> f := Factorization(35); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:47:28 2004 Input: SetVerbose("Factorization",true) Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:47:28 on modular [Seed = 3386818836] ------------------------------------- >> Factorization(35);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:47:34 2004 Input: SetVerbose("Factorization",true) f := Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:47:34 on modular [Seed = 3302214687] ------------------------------------- >> f := Factorization(35);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:48:18 2004 Input: SetVerbose("Factorization",true) Output: Magma V2.11-6 Sun Sep 26 2004 00:48:18 on modular [Seed = 3285502188] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:48:31 2004 Input: f := Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:48:31 on modular [Seed = 1059599388] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:48:42 2004 Input: f := Factorization(35) Output: Magma V2.11-6 Sun Sep 26 2004 00:48:42 on modular [Seed = 874725154] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:48:49 2004 Input: 2+1 Output: Magma V2.11-6 Sun Sep 26 2004 00:48:49 on modular [Seed = 824588860] ------------------------------------- 3 Total time: 0.180 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:48:58 2004 Input: Factorization[3] Output: Magma V2.11-6 Sun Sep 26 2004 00:48:58 on modular [Seed = 775497000] ------------------------------------- >> Factorization[3]; ^ Runtime error in '[]': Bad argument types Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:49:05 2004 Input: Factorization(15) Output: Magma V2.11-6 Sun Sep 26 2004 00:49:05 on modular [Seed = 725360726] ------------------------------------- [ <3, 1>, <5, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:49:21 2004 Input: SetVerbose("Factorization",true) Output: Magma V2.11-6 Sun Sep 26 2004 00:49:20 on modular [Seed = 540486476] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:49:31 2004 Input: Factorization(35); Output: Magma V2.11-6 Sun Sep 26 2004 00:49:31 on modular [Seed = 487200378] ------------------------------------- [ <5, 1>, <7, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:49:57 2004 Input: NextPrime(36) Output: Magma V2.11-6 Sun Sep 26 2004 00:49:57 on modular [Seed = 352460380] ------------------------------------- 37 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:50:09 2004 Input: Random(2^20) Output: Magma V2.11-6 Sun Sep 26 2004 00:50:08 on modular [Seed = 319035567] ------------------------------------- 724884 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:50:19 2004 Input: NextPrime(Random(2^20)) Output: Magma V2.11-6 Sun Sep 26 2004 00:50:19 on modular [Seed = 136250303] ------------------------------------- 1022843 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:50:42 2004 Input: NextPrime(Random(2^20))*NextPrime(Random(2^20)) Output: Magma V2.11-6 Sun Sep 26 2004 00:50:41 on modular [Seed = 85069464] ------------------------------------- 265869030709 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:50:52 2004 Input: Factorization(NextPrime(Random(2^20))*NextPrime(Random(2^20))) Output: Magma V2.11-6 Sun Sep 26 2004 00:50:52 on modular [Seed = 34933138] ------------------------------------- [ <377051, 1>, <872057, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:51:02 2004 Input: Factorization(NextPrime(Random(2^40))*NextPrime(Random(2^40))) Output: Magma V2.11-6 Sun Sep 26 2004 00:51:01 on modular [Seed = 2137552117] ------------------------------------- [ <200203024159, 1>, <222650400979, 1> ] Total time: 0.300 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:51:17 2004 Input: Factorization(NextPrime(Random(2^80))*NextPrime(Random(2^80))) Output: Magma V2.11-6 Sun Sep 26 2004 00:51:13 on modular [Seed = 1952677769] ------------------------------------- [ <69861656514684942217621, 1>, <620954032624637694057091, 1> ] Total time: 3.100 seconds, Total memory usage: 3.79MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:51:48 2004 Input: Factorization(NextPrime(Random(2^100))*NextPrime(Random(2^100))) Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 00:51:27 on modular [Seed = 1935964288] ------------------------------------- Errors: /bin/sh: line 1: 32079 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:52:20 2004 Input: Factorization(NextPrime(Random(2^90))*NextPrime(Random(2^90))) Output: Magma V2.11-6 Sun Sep 26 2004 00:52:11 on modular [Seed = 1769890478] ------------------------------------- [ <536925128630697126820760789, 1>, <563505202345286105298667541, 1> ] Total time: 8.500 seconds, Total memory usage: 3.98MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:52:52 2004 Input: SetVerbose("Factorization",true); Factorization(NextPrime(Random(2^90))*NextPrime(Random(2^90))); Output: Magma V2.11-6 Sun Sep 26 2004 00:52:40 on modular [Seed = 1668573511] ------------------------------------- Integer main factorization (primality of factors will be proved) Effort: 3 Seed: 1 Number: 939576720316552628951157080391934972034483236815453283 Pollard Rho Trials: 8191 Number: 939576720316552628951157080391934972034483236815453283 (54 digits) No factor found Time: 0.019 1 composite number remaining ECM x: 939576720316552628951157080391934972034483236815453283 (54 digits) Initial smoothness: 500, steps: 12, step size: 100 Step 1/12; smoothness: 500, digits: 54, elapsed time: 0.000 Step 2/12; smoothness: 600, digits: 54, elapsed time: 0.070 Step 3/12; smoothness: 700, digits: 54, elapsed time: 0.150 Step 4/12; smoothness: 800, digits: 54, elapsed time: 0.240 Step 5/12; smoothness: 900, digits: 54, elapsed time: 0.320 Step 6/12; smoothness: 1000, digits: 54, elapsed time: 0.410 Step 7/12; smoothness: 1100, digits: 54, elapsed time: 0.500 Step 8/12; smoothness: 1200, digits: 54, elapsed time: 0.610 Step 9/12; smoothness: 1300, digits: 54, elapsed time: 0.710 Step 10/12; smoothness: 1400, digits: 54, elapsed time: 0.820 Step 11/12; smoothness: 1500, digits: 54, elapsed time: 0.940 Step 12/12; smoothness: 1600, digits: 54, elapsed time: 1.060 No factor found Time: 1.189 MPQS x: 939576720316552628951157080391934972034483236815453283 (54 digits) Factor 1: 820263008400361729542799853 (27 digits) Factor 2: 1145457872285220905737383311 (28 digits) Total MPQS Time: 10.240 Total time: 11.450 [ <820263008400361729542799853, 1>, <1145457872285220905737383311, 1> ] Total time: 11.640 seconds, Total memory usage: 4.07MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:55:01 2004 Input: SetVerbose("Factorization",true); SetVerbose("ECM",true); SetVerbose("MPQS",true); Factorization(NextPrime(Random(2^90))*NextPrime(Random(2^90))); Output: Magma V2.11-6 Sun Sep 26 2004 00:54:50 on modular [Seed = 1413701362] ------------------------------------- Integer main factorization (primality of factors will be proved) Effort: 3 Seed: 1 Number: 269732188051111506062315362841749553618646859740428171 Pollard Rho Trials: 8191 Number: 269732188051111506062315362841749553618646859740428171 (54 digits) No factor found Time: 0.010 1 composite number remaining ECM x: 269732188051111506062315362841749553618646859740428171 (54 digits) Initial smoothness: 500, steps: 12, step size: 100 Step 1/12; smoothness: 500, digits: 54, elapsed time: 0.000 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 500 no success, 0.117 seconds done Step 2/12; smoothness: 600, digits: 54, elapsed time: 0.070 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 600 no success, 0.133 seconds done Step 3/12; smoothness: 700, digits: 54, elapsed time: 0.149 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 700 no success, 0.150 seconds done Step 4/12; smoothness: 800, digits: 54, elapsed time: 0.240 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 800 no success, 0.133 seconds done Step 5/12; smoothness: 900, digits: 54, elapsed time: 0.320 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 900 no success, 0.150 seconds done Step 6/12; smoothness: 1000, digits: 54, elapsed time: 0.410 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1000 no success, 0.150 seconds done Step 7/12; smoothness: 1100, digits: 54, elapsed time: 0.499 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1100 no success, 0.167 seconds done Step 8/12; smoothness: 1200, digits: 54, elapsed time: 0.600 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1200 no success, 0.183 seconds done Step 9/12; smoothness: 1300, digits: 54, elapsed time: 0.710 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1300 no success, 0.183 seconds done Step 10/12; smoothness: 1400, digits: 54, elapsed time: 0.820 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1400 no success, 0.183 seconds done Step 11/12; smoothness: 1500, digits: 54, elapsed time: 0.929 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1500 no success, 0.200 seconds done Step 12/12; smoothness: 1600, digits: 54, elapsed time: 1.050 zfecm on 269732188051111506062315362841749553618646859740428171 (54 digits) 1-th zfecm trial with bound 1600 no success, 0.217 seconds done No factor found Time: 1.179 MPQS MPQS: 269732188051111506062315362841749553618646859740428171 (54d) 1778 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32104: multiplier=3 sievelength=115200, sievesize=230400 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 8 total 100 fulls, 8 cycles, rate 0.015, need 1702 more fulls+cycles another 1575 fulls and 8620 partials and double partials should suffice 647 relations: 100 fulls, 547 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 34 new, 42 total 200 fulls, 42 cycles, rate 0.063, need 1568 more fulls+cycles another 1167 fulls and 6334 partials and double partials should suffice 1285 relations: 200 fulls, 1085 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 50 new, 92 total 300 fulls, 92 cycles, rate 0.073, need 1418 more fulls+cycles another 992 fulls and 5867 partials and double partials should suffice 2074 relations: 300 fulls, 1774 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 79 new, 171 total 400 fulls, 171 cycles, rate 0.131, need 1239 more fulls+cycles another 696 fulls and 4135 partials and double partials should suffice 2776 relations: 400 fulls, 2376 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 80 new, 251 total 500 fulls, 251 cycles, rate 0.141, need 1059 more fulls+cycles another 578 fulls and 3405 partials and double partials should suffice 3443 relations: 500 fulls, 2943 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 94 new, 345 total 600 fulls, 345 cycles, rate 0.173, need 865 more fulls+cycles another 431 fulls and 2508 partials and double partials should suffice 4087 relations: 600 fulls, 3487 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 128 new, 473 total 700 fulls, 473 cycles, rate 0.210, need 637 more fulls+cycles another 285 fulls and 1673 partials and double partials should suffice 4797 relations: 700 fulls, 4097 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 125 new, 598 total 800 fulls, 598 cycles, rate 0.225, need 412 more fulls+cycles another 178 fulls and 1037 partials and double partials should suffice 5452 relations: 800 fulls, 4652 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 143 new, 741 total 900 fulls, 741 cycles, rate 0.227, need 169 more fulls+cycles another 72 fulls and 425 partials and double partials should suffice 6182 relations: 900 fulls, 5282 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 102 new, 843 total 966 fulls, 843 cycles, rate 0.290, need 1 more fulls+cycles another 0 fulls and 2 partials and double partials should suffice 6600 relations: 966 fulls, 5634 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate no need to count cycles sent termination signal to slaves, start factoring attempt made 843 cycle descriptions making combinations: 843 made used partials: 843 combined relations formed collecting from /tmp/mqs32104/f600mas: accepted 843 Lanczos call with seed 12 first scan: 1810 rows, 1748 columns>32, weight 16269 second scan complete, matrix read into memory Removed 67 singletons Removed 9 singletons all 76 singletons removed Got 1646 by 1734 matrix with 15583 nonzeros in 0.050 seconds average of 9 nonzero entries per column Lanczos iteration 0, sum = 61, 1585 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos: harmless failure in qsnew_ChooseSi iteration 25 Lanczos: harmless failure in qsnew_ChooseSi iteration 26 Lanczos iterations done at i=27, sum=1645, aft ** WARNING: Output too long, hence truncated. '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 00:58:05 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); Factorization(NextPrime(Random(2^90))*NextPrime(Random(2^90))); Output: Magma V2.11-6 Sun Sep 26 2004 00:57:55 on modular [Seed = 1331184160] ------------------------------------- Integer main factorization (primality of factors will be proved) Effort: 3 Seed: 1 Number: 113615421094626383935427639750727923119569335581543621 Pollard Rho Trials: 8191 Number: 113615421094626383935427639750727923119569335581543621 (54 digits) No factor found Time: 0.010 1 composite number remaining ECM x: 113615421094626383935427639750727923119569335581543621 (54 digits) Initial smoothness: 500, steps: 12, step size: 100 Step 1/12; smoothness: 500, digits: 54, elapsed time: 0.000 Step 2/12; smoothness: 600, digits: 54, elapsed time: 0.070 Step 3/12; smoothness: 700, digits: 54, elapsed time: 0.149 Step 4/12; smoothness: 800, digits: 54, elapsed time: 0.229 Step 5/12; smoothness: 900, digits: 54, elapsed time: 0.310 Step 6/12; smoothness: 1000, digits: 54, elapsed time: 0.399 Step 7/12; smoothness: 1100, digits: 54, elapsed time: 0.489 Step 8/12; smoothness: 1200, digits: 54, elapsed time: 0.590 Step 9/12; smoothness: 1300, digits: 54, elapsed time: 0.690 Step 10/12; smoothness: 1400, digits: 54, elapsed time: 0.800 Step 11/12; smoothness: 1500, digits: 54, elapsed time: 0.910 Step 12/12; smoothness: 1600, digits: 54, elapsed time: 1.030 No factor found Time: 1.160 MPQS MPQS: 113615421094626383935427639750727923119569335581543621 (54d) 1682 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs32115: multiplier=1 sievelength=113152, sievesize=226304 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 12 total 100 fulls, 12 cycles, rate 0.024, need 1602 more fulls+cycles another 1430 fulls and 7137 partials and double partials should suffice 599 relations: 100 fulls, 499 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 19 new, 31 total 200 fulls, 31 cycles, rate 0.052, need 1483 more fulls+cycles another 1210 fulls and 5230 partials and double partials should suffice 1064 relations: 200 fulls, 864 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 28 new, 59 total 300 fulls, 59 cycles, rate 0.068, need 1355 more fulls+cycles another 1050 fulls and 4465 partials and double partials should suffice 1575 relations: 300 fulls, 1275 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 46 new, 105 total 400 fulls, 105 cycles, rate 0.114, need 1209 more fulls+cycles another 816 fulls and 3425 partials and double partials should suffice 2077 relations: 400 fulls, 1677 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 45 new, 150 total 500 fulls, 150 cycles, rate 0.098, need 1064 more fulls+cycles another 749 fulls and 3203 partials and double partials should suffice 2636 relations: 500 fulls, 2136 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 58 new, 208 total 600 fulls, 208 cycles, rate 0.144, need 906 more fulls+cycles another 562 fulls and 2379 partials and double partials should suffice 3138 relations: 600 fulls, 2538 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 63 new, 271 total 700 fulls, 271 cycles, rate 0.150, need 743 more fulls+cycles another 454 fulls and 1921 partials and double partials should suffice 3658 relations: 700 fulls, 2958 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 68 new, 339 total 800 fulls, 339 cycles, rate 0.173, need 575 more fulls+cycles another 332 fulls and 1394 partials and double partials should suffice 4150 relations: 800 fulls, 3350 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 112 new, 451 total 900 fulls, 451 cycles, rate 0.205, need 363 more fulls+cycles another 192 fulls and 833 partials and double partials should suffice 4797 relations: 900 fulls, 3897 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 111 new, 562 total 1000 fulls, 562 cycles, rate 0.222, need 152 more fulls+cycles another 76 fulls and 338 partials and double partials should suffice 5398 relations: 1000 fulls, 4398 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 70 new, 632 total 1070 fulls, 632 cycles, rate 0.236, need 12 more fulls+cycles another 5 fulls and 25 partials and double partials should suffice 5764 relations: 1070 fulls, 4694 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 18 new, 650 total 1080 fulls and 650 cycles are enough sent termination signal to slaves, start factoring attempt made 634 cycle descriptions making combinations: 634 made used partials: 634 combined relations formed collecting from /tmp/mqs32115/f860mas: accepted 634 Lanczos call with seed 12 first scan: 1714 rows, 1652 columns>32, weight 14520 second scan complete, matrix read into memory Removed 87 singletons Removed 10 singletons all 97 singletons removed Got 1523 by 1617 matrix with 13644 nonzeros in 0.017 seconds average of 8 nonzero entries per column Lanczos iteration 0, sum = 61, 1462 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos iterations done at i=25, sum=1523, after 0.033 seconds Lanczos complete in 0.033 seconds, 31 dependencies factoring attempt dependency 1 failed to produce a factor dependency 2 produced 685465922966463302733725311 (27d) dependency 3 failed to produce a factor dependency 4 failed to produce a factor dependency 5 produced 165749189402352047079873211 (27d) dependency 6 failed to produce a factor dependency 7 failed to produce a factor dependency 8 produced 685465922966463302733725311 (27d) dependency 9 produced 165749189402352047079873211 (27d) dependency 10 failed to produce a factor dependency 11 failed to produce a factor dependency 12 failed to produce a factor dependency 13 produced 685465922966463302733725311 (27d) dependency 14 failed to produce a factor dependency 15 failed to produce a factor dependency 16 produced 685465922966463302733725311 (27d) dependency 17 failed to produce a factor dependency 18 failed to produce a factor dependency 19 produced 685465922966463302733725311 (27d) dependency 20 failed to produce a factor dependency 21 failed to produce a factor dependency 22 produced 685465922966463302733725311 (27d) dependency 23 produced 685465922966463302733725311 (27d) dependency 24 produced 685465922966463302733725311 (27d) dependency 25 failed to produce a factor dependency 26 failed to produce a factor dependency 27 failed to produce a factor dependency 28 produced 685465922966463302733725311 (27d) dependency 29 failed to produce a factor dependency 30 produced 685465922966463302733725311 (27d) ** WARNING: Output too long, hence truncated. '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:01:36 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); pMinus1(NextPrime(Random(2^90))*NextPrime(Random(2^90))); Output: Magma V2.11-6 Sun Sep 26 2004 01:01:35 on modular [Seed = 1129598800] ------------------------------------- Pollard p-1 Prime bound: 100000 Seed: 2 Interval width: 0 No factor found Time: 0.180 [] [ 615752514047659791332072701698045498194686688485313407 ] Total time: 0.370 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:01:52 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); pMinus1(NextPrime(Random(2^40))*NextPrime(Random(2^40))); Output: Magma V2.11-6 Sun Sep 26 2004 01:01:52 on modular [Seed = 3148658631] ------------------------------------- Pollard p-1 Prime bound: 100000 Seed: 2 Interval width: 0 No factor found Time: 0.130 [] [ 566146339940214698795173 ] Total time: 0.320 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:02:57 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); ECM(NextPrime(Random(2^40))*NextPrime(Random(2^40))); Output: Magma V2.11-6 Sun Sep 26 2004 01:02:56 on modular [Seed = 2963782668] ------------------------------------- ECM x: 762961298251439033820653 (24 digits) Initial smoothness: 500, phase 2 multiplier: 10 Steps: 10, step ratio: 1.200 Step 1/10; smoothness: 500, digits: 24, elapsed time: 0.000 Step 2/10; smoothness: 600, digits: 24, elapsed time: 0.030 Step 3/10; smoothness: 720, digits: 24, elapsed time: 0.070 Step 4/10; smoothness: 864, digits: 24, elapsed time: 0.120 Step 5/10; smoothness: 1036, digits: 24, elapsed time: 0.159 Step 6/10; smoothness: 1243, digits: 24, elapsed time: 0.210 Step 7/10; smoothness: 1491, digits: 24, elapsed time: 0.260 Step 8/10; smoothness: 1789, digits: 24, elapsed time: 0.320 Factor: 817458404657 (12 digits) Cofactor: 933333480829 (12 digits) Time: 0.399 [ <817458404657, 1>, <933333480829, 1> ] [] 8 Total time: 0.590 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:03:15 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^40))*NextPrime(Random(2^40))); Output: Magma V2.11-6 Sun Sep 26 2004 01:03:15 on modular [Seed = 2914689282] ------------------------------------- MPQS MPQS: 444396111258935690368279 (24d) 242 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32145: multiplier=79 sievelength=12288, sievesize=24576 no large primes will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate no need to count cycles sent termination signal to slaves, start factoring attempt Lanczos call with seed 12 first scan: 274 rows, 212 columns>32, weight 1067 second scan complete, matrix read into memory Removed 12 singletons Removed 1 singletons all 13 singletons removed Got 192 by 261 matrix with 1015 nonzeros in 0.017 seconds average of 4 nonzero entries per column Lanczos iteration 0, sum = 61, 131 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos iterations done at i=4, sum=192, after 0.000 seconds Lanczos complete in 0.000 seconds, 32 dependencies factoring attempt dependency 1 failed to produce a factor dependency 2 produced 1069638626039 (13d) dependency 3 produced 1069638626039 (13d) dependency 4 produced 1069638626039 (13d) dependency 5 failed to produce a factor dependency 6 produced 1069638626039 (13d) dependency 7 produced 415463784161 (12d) dependency 8 produced 415463784161 (12d) dependency 9 failed to produce a factor dependency 10 failed to produce a factor dependency 11 produced 1069638626039 (13d) dependency 12 failed to produce a factor dependency 13 produced 415463784161 (12d) dependency 14 failed to produce a factor dependency 15 produced 415463784161 (12d) dependency 16 produced 415463784161 (12d) dependency 17 produced 1069638626039 (13d) dependency 18 failed to produce a factor dependency 19 produced 1069638626039 (13d) dependency 20 failed to produce a factor dependency 21 failed to produce a factor dependency 22 produced 415463784161 (12d) dependency 23 produced 415463784161 (12d) dependency 24 produced 415463784161 (12d) dependency 25 produced 415463784161 (12d) dependency 26 failed to produce a factor dependency 27 failed to produce a factor dependency 28 produced 415463784161 (12d) dependency 29 failed to produce a factor dependency 30 produced 415463784161 (12d) dependency 31 failed to produce a factor dependency 32 produced 1069638626039 (13d) done at 64: 274(274,0,0)(274(274,0,0)), 0.03(0.00,0.03), 0.000s/r MPQS time: 0.049 Factor 1: 1069638626039 (13 digits) Factor 2: 415463784161 (12 digits) Total MPQS time: 0.049 [ <415463784161, 1>, <1069638626039, 1> ] [] Total time: 0.240 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:04:40 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); PollardRho(NextPrime(Random(2^40))*NextPrime(Random(2^40))); Output: Magma V2.11-6 Sun Sep 26 2004 01:04:40 on modular [Seed = 2813373299] ------------------------------------- Pollard Rho Trials: 8191 Number: 3012331295396873826007 (22 digits) No factor found Time: 0.010 [] [ 3012331295396873826007 ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:05:30 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^80))*NextPrime(Random(2^80))); Output: Magma V2.11-6 Sun Sep 26 2004 01:05:28 on modular [Seed = 2643104441] ------------------------------------- MPQS MPQS: 38671471540272785004515728190915420970408257177 (47d) 978 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32161: multiplier=1 sievelength=57856, sievesize=115712 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 13 total 100 fulls, 13 cycles, rate 0.031, need 897 more fulls+cycles another 793 fulls and 3333 partials and double partials should suffice 520 relations: 100 fulls, 420 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 33 new, 46 total 200 fulls, 46 cycles, rate 0.094, need 764 more fulls+cycles another 560 fulls and 2158 partials and double partials should suffice 970 relations: 200 fulls, 770 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 40 new, 86 total 301 fulls, 86 cycles, rate 0.117, need 623 more fulls+cycles another 434 fulls and 1604 partials and double partials should suffice 1412 relations: 301 fulls, 1111 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 55 new, 141 total 401 fulls, 141 cycles, rate 0.142, need 468 more fulls+cycles another 305 fulls and 1140 partials and double partials should suffice 1898 relations: 401 fulls, 1497 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 68 new, 209 total 501 fulls, 209 cycles, rate 0.183, need 300 more fulls+cycles another 178 fulls and 664 partials and double partials should suffice 2369 relations: 501 fulls, 1868 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 99 new, 308 total 601 fulls, 308 cycles, rate 0.236, need 101 more fulls+cycles another 53 fulls and 202 partials and double partials should suffice 2888 relations: 601 fulls, 2287 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 48 new, 356 total 648 fulls, 356 cycles, rate 0.241, need 6 more fulls+cycles another 2 fulls and 11 partials and double partials should suffice 3134 relations: 648 fulls, 2486 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate no need to count cycles sent termination signal to slaves, start factoring attempt made 356 cycle descriptions making combinations: 356 made used partials: 356 combined relations formed collecting from /tmp/mqs32161/f662mas: accepted 356 Lanczos call with seed 12 first scan: 1010 rows, 948 columns>32, weight 7532 second scan complete, matrix read into memory Removed 63 singletons Removed 12 singletons Removed 3 singletons all 78 singletons removed Got 853 by 932 matrix with 6920 nonzeros in 0.017 seconds average of 7 nonzero entries per column Lanczos iteration 0, sum = 61, 792 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos iterations done at i=14, sum=852, after 0.017 seconds Lanczos complete in 0.017 seconds, 30 dependencies factoring attempt dependency 1 failed to produce a factor dependency 2 produced 40436996578909218622967 (23d) dependency 3 produced 956338868165167315995631 (24d) dependency 4 produced 956338868165167315995631 (24d) dependency 5 failed to produce a factor dependency 6 failed to produce a factor dependency 7 failed to produce a factor dependency 8 failed to produce a factor dependency 9 failed to produce a factor dependency 10 failed to produce a factor dependency 11 failed to produce a factor dependency 12 produced 40436996578909218622967 (23d) dependency 13 produced 956338868165167315995631 (24d) dependency 14 failed to produce a factor dependency 15 failed to produce a factor dependency 16 failed to produce a factor dependency 17 failed to produce a factor dependency 18 produced 956338868165167315995631 (24d) dependency 19 failed to produce a factor dependency 20 failed to produce a factor dependency 21 failed to produce a factor dependency 22 failed to produce a factor dependency 23 produced 40436996578909218622967 (23d) dependency 24 failed to produce a factor dependency 25 failed to produce a factor dependency 26 produced 956338868165167315995631 (24d) dependency 27 failed to produce a factor dependency 28 produced 40436996578909218622967 (23d) dependency 29 failed to produce a factor dependency 30 produced 40436996578909218622967 (23d) done at 893: 3547(1010,2537,0)(3191(654,2537,0)), 3.03(1.93,1.10), 0.001s/r MPQS time: 1.990 Factor 1: 40436996578909218622967 (23 digits) Factor 2: 956338868165167315995631 (24 digits) Total MPQS time: 1.990 [ <40436996578909218622967, 1>, <956338868165167315995631, 1> ] [] Total time: 2.180 seconds, Total memory usage: 3.87MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:07:07 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^166))*NextPrime(Random(2^8))); Output: Magma V2.11-6 Sun Sep 26 2004 01:07:07 on modular [Seed = 2491653075] ------------------------------------- MPQS MPQS: 6394667196870373794646059261693467792449175429442959 (52d) MPQS time: 0.010 Factor 1: 89 (2 digits) Factor 2: 71850193223262626906135497322398514521900847521831 (50 digits) Total MPQS time: 0.010 [ <89, 1>, <71850193223262626906135497322398514521900847521831, 1> ] [] Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:07:48 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^166))*NextPrime(Random(2^40))); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 01:07:27 on modular [Seed = 2474941472] ------------------------------------- MPQS MPQS: 482301058988963718872652010105552837987341170942742466875689 (60d) 2898 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs32175: multiplier=1 sievelength=203776, sievesize=407552 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 9 total 100 fulls, 9 cycles, rate 0.011, need 2821 more fulls+cycles another 2587 fulls and 21118 partials and double partials should suffice 916 relations: 100 fulls, 816 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 22 new, 31 total 200 fulls, 31 cycles, rate 0.038, need 2699 more fulls+cycles another 2130 fulls and 14784 partials and double partials should suffice 1588 relations: 200 fulls, 1388 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 41 new, 72 total 300 fulls, 72 cycles, rate 0.049, need 2558 more fulls+cycles another 1875 fulls and 13889 partials and double partials should suffice 2522 relations: 300 fulls, 2222 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 59 new, 131 total 400 fulls, 131 cycles, rate 0.092, need 2399 more fulls+cycles another 1446 fulls and 10359 partials and double partials should suffice 3264 relations: 400 fulls, 2864 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 Errors: /bin/sh: line 1: 32175 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:08:41 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^166))*NextPrime(Random(2^166))); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 01:08:20 on modular [Seed = 2257684862] ------------------------------------- MPQS MPQS: 223326559331947557587552943269508286344439804908788603680049254849302\ 8447\ 255810694873490915868835023 (100d) 68466 factor base elements created in 0.483 seconds master completed initialization for /tmp/mqs32186: multiplier=23 sievelength=6291456, sievesize=524288 two large primes will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 Errors: /bin/sh: line 1: 32186 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:13:18 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^500))*NextPrime(Random(2^500))); Output: Magma V2.11-6 Sun Sep 26 2004 01:13:18 on modular [Seed = 4176475690] ------------------------------------- MPQS MPQS: 603990973778759624381810970556440623603042928990393287404728742654715\ 409707\ 926446299577910143670616098009760970183255858707377358124515273164873302\ 815695122196040851472104685855307355021263441155898962798433535290967490\ 384023891218789876896932897330757991114821469137653880807376378379717942\ 887712393 (300d) Input integer too large MPQS time: 0.000 Total MPQS time: 0.000 >> MPQS(NextPrime(Random(2^500))*NextPrime(Random(2^500))); ^ Runtime error in 'MPQS': MPQS failure Total time: 0.510 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:13:33 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^300))*NextPrime(Random(2^300))); Output: Magma V2.11-6 Sun Sep 26 2004 01:13:33 on modular [Seed = 4158716214] ------------------------------------- MPQS MPQS: 357623363855911331766078142506432502459294340546253575912381968941684\ 21\ 038270574787711748210875292781198161043440037247815141722886737647951994\ 518213440688559547654448159561376471 (179d) Input integer too large MPQS time: 0.000 Total MPQS time: 0.000 >> MPQS(NextPrime(Random(2^300))*NextPrime(Random(2^300))); ^ Runtime error in 'MPQS': MPQS failure Total time: 0.250 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:14:07 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^200))*NextPrime(Random(2^200))); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 01:13:46 on modular [Seed = 3925801183] ------------------------------------- MPQS MPQS: 126275898678946268438473275624845853262112863956288452581845498852771\ 3378484\ 438746630627208573268327194202938089151685509 (121d) 254130 factor base elements created in 2.033 seconds master completed initialization for /tmp/mqs32213: multiplier=1 sievelength=26214400, sievesize=524288 two large primes will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 Errors: /bin/sh: line 1: 32213 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:15:59 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^91))*NextPrime(Random(2^91))); Output: Magma V2.11-6 Sun Sep 26 2004 01:15:44 on modular [Seed = 3774345564] ------------------------------------- MPQS MPQS: 1472287774026745115970212580834522086517797013645419597 (55d) 1938 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32220: multiplier=5 sievelength=126464, sievesize=252928 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 4 total 100 fulls, 1866 more fulls+cycles needed 502 relations: 100 fulls, 402 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 23 new, 27 total 200 fulls, 27 cycles, rate 0.035, need 1743 more fulls+cycles another 1469 fulls and 7721 partials and double partials should suffice 1251 relations: 200 fulls, 1051 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 35 new, 62 total 300 fulls, 62 cycles, rate 0.055, need 1608 more fulls+cycles another 1226 fulls and 6882 partials and double partials should suffice 1983 relations: 300 fulls, 1683 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 54 new, 116 total 401 fulls, 116 cycles, rate 0.092, need 1453 more fulls+cycles another 955 fulls and 5413 partials and double partials should suffice 2672 relations: 401 fulls, 2271 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 85 new, 201 total 501 fulls, 201 cycles, rate 0.127, need 1268 more fulls+cycles another 725 fulls and 4255 partials and double partials should suffice 3439 relations: 501 fulls, 2938 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 94 new, 295 total 601 fulls, 295 cycles, rate 0.181, need 1074 more fulls+cycles another 526 fulls and 3029 partials and double partials should suffice 4059 relations: 601 fulls, 3458 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 108 new, 403 total 701 fulls, 403 cycles, rate 0.183, need 866 more fulls+cycles another 421 fulls and 2433 partials and double partials should suffice 4750 relations: 701 fulls, 4049 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 109 new, 512 total 801 fulls, 512 cycles, rate 0.208, need 657 more fulls+cycles another 300 fulls and 1714 partials and double partials should suffice 5374 relations: 801 fulls, 4573 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 122 new, 634 total 901 fulls, 634 cycles, rate 0.229, need 435 more fulls+cycles another 189 fulls and 1073 partials and double partials should suffice 6007 relations: 901 fulls, 5106 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 116 new, 750 total 1001 fulls, 750 cycles, rate 0.218, need 219 more fulls+cycles another 98 fulls and 552 partials and double partials should suffice 6638 relations: 1001 fulls, 5637 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 127 new, 877 total 1077 fulls, 877 cycles, rate 0.261, need 16 more fulls+cycles another 6 fulls and 36 partials and double partials should suffice 7201 relations: 1077 fulls, 6124 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 17 new, 894 total 1091 fulls and 894 cycles are enough sent termination signal to slaves, start factoring attempt made 879 cycle descriptions making combinations: 879 made used partials: 879 combined relations formed collecting from /tmp/mqs32220/f926mas: accepted 879 Lanczos call with seed 12 first scan: 1970 rows, 1908 columns>32, weight 17681 second scan complete, matrix read into memory Removed 79 singletons Removed 7 singletons all 86 singletons removed Got 1793 by 1884 matrix with 16871 nonzeros in 0.033 seconds average of 9 nonzero entries per column Lanczos iteration 0, sum = 61, 1732 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos: harmless failure in qsnew_ChooseSi iteration 25 Lanczos: harmless failure in qsnew_ChooseSi iteration 26 Lanczos: harmless failure in qsnew_ChooseSi iteration 27 Lanczos: harmless failure in qsnew_ChooseSi iteration 28 Lanczos: harmless failure in qsnew_ChooseSi iteration 29 Lanczos iterations done at i=30, sum=1792, after 0.050 seconds Lanczos complete in 0.050 seconds, 31 dependencies factoring attempt dependency 1 failed to produce a factor dependency 2 failed to produce a factor dependency 3 produced 2335092343204993912901328521 (28d) dependency 4 produced 630505161096104624541025957 (27d) dependency 5 produced 630505161096104624541025957 (27d) dependency 6 produced 2335092343204993912901328521 (28d) dependency 7 produced 630505161096104624541025957 (27d) dependency 8 produced 2335092343204993912901328521 (28d) dependency 9 failed to produce a factor dependency 10 produced 2335092343204993912901328521 (28d) dependency 11 produced 630505161096104624541025957 (27d) dependency 12 failed to produce a factor dependency 13 failed to produce a factor dependency 14 failed to produce a factor dependency 15 failed to produce a factor dependency 16 failed to produce a factor dependency 17 produced 630505161096104624541025957 (27d) dependency 18 failed to produce a factor dependency 19 failed to produce a factor dependency 20 produced 2335092343204993912901328521 (28d) dependency 21 failed to produce a factor dependency 22 failed to produce a factor dependency 23 failed to produce a factor dependency 24 produced 630505161096104624541025957 (27d) dependency 25 failed to produce a factor dependency 26 produced 2335092343204993912901328521 (28d) dependency 27 failed to produce a factor dependency 28 produced 630505161096104624541025957 (27d) dependency 29 failed to produce a factor dependency 30 failed to produce a factor dependency 31 failed to produce a factor done at 4862: 8142(1970,6172,0)(7263(1091,6172,0)), 22.72(10.10,12.62), 0.003s/r MPQS time: 14.140 Factor 1: 2335092343204993912901328521 (28 digits) Factor 2: 630505161096104624541025957 (27 digits) Total MPQS time: 14.140 [ <630505161096104624541025957, 1>, <2335092343204993912901328521, 1> ] [] Total time: 14.330 seconds, Total memory usage: 4.01MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:17:48 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^92))*NextPrime(Random(2^92))); Output: Magma V2.11-6 Sun Sep 26 2004 01:17:40 on modular [Seed = 3569599772] ------------------------------------- MPQS MPQS: 252971572918647211205547485174179980534053987035875883 (54d) 1778 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32232: multiplier=3 sievelength=117248, sievesize=234496 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 5 total 100 fulls, 5 cycles, rate 0.011, need 1705 more fulls+cycles another 1623 fulls and 7388 partials and double partials should suffice 555 relations: 100 fulls, 455 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 19 new, 24 total 200 fulls, 24 cycles, rate 0.039, need 1586 more fulls+cycles another 1339 fulls and 6287 partials and double partials should suffice 1139 relations: 200 fulls, 939 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 26 new, 50 total 301 fulls, 50 cycles, rate 0.059, need 1459 more fulls+cycles another 1148 fulls and 5260 partials and double partials should suffice 1680 relations: 301 fulls, 1379 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 56 new, 106 total 401 fulls, 106 cycles, rate 0.113, need 1303 more fulls+cycles another 852 fulls and 3987 partials and double partials should suffice 2276 relations: 401 fulls, 1875 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 67 new, 173 total 501 fulls, 173 cycles, rate 0.136, need 1136 more fulls+cycles another 691 fulls and 3269 partials and double partials should suffice 2869 relations: 501 fulls, 2368 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 68 new, 241 total 601 fulls, 241 cycles, rate 0.161, need 968 more fulls+cycles another 553 fulls and 2570 partials and double partials should suffice 3391 relations: 601 fulls, 2790 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 88 new, 329 total 702 fulls, 329 cycles, rate 0.163, need 779 more fulls+cycles another 439 fulls and 2082 partials and double partials should suffice 4031 relations: 702 fulls, 3329 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 82 new, 411 total 802 fulls, 411 cycles, rate 0.163, need 597 more fulls+cycles another 335 fulls and 1605 partials and double partials should suffice 4635 relations: 802 fulls, 3833 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 90 new, 501 total 902 fulls, 501 cycles, rate 0.190, need 407 more fulls+cycles another 213 fulls and 1018 partials and double partials should suffice 5208 relations: 902 fulls, 4306 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 86 new, 587 total 1002 fulls, 587 cycles, rate 0.236, need 221 more fulls+cycles another 105 fulls and 490 partials and double partials should suffice 5673 relations: 1002 fulls, 4671 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 82 new, 669 total 1095 fulls, 669 cycles, rate 0.201, need 46 more fulls+cycles another 23 fulls and 110 partials and double partials should suffice 6174 relations: 1095 fulls, 5079 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 35 new, 704 total 1122 fulls and 704 cycles are enough sent termination signal to slaves, start factoring attempt made 688 cycle descriptions making combinations: 688 made used partials: 688 combined relations formed collecting from /tmp/mqs32232/f422mas: accepted 688 Lanczos call with seed 12 first scan: 1810 rows, 1748 columns>32, weight 15464 second scan complete, matrix read into memory Removed 108 singletons Removed 15 singletons all 123 singletons removed Got 1597 by 1687 matrix with 14355 nonzeros in 0.033 seconds average of 9 nonzero entries per column Lanczos iteration 0, sum = 60, 1537 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos: harmless failure in qsnew_ChooseSi iteration 25 Lanczos: harmless failure in qsnew_ChooseSi iteration 26 Lanczos iterations done at i=27, sum=1597, after 0.033 seconds Lanczos complete in 0.050 seconds, 32 dependencies factoring attempt dependency 1 produced 2723922033809046318938312587 (28d) dependency 2 failed to produce a factor dependency 3 failed to produce a factor dependency 4 produced 92870342755332014402339809 (26d) dependency 5 failed to produce a factor dependency 6 failed to produce a factor dependency 7 failed to produce a factor dependency 8 produced 92870342755332014402339809 (26d) dependency 9 produced 92870342755332014402339809 (26d) dependency 10 failed to produce a factor dependency 11 produced 2723922033809046318938312587 (28d) dependency 12 failed to produce a factor dependency 13 failed to produce a factor dependency 14 produced 2723922033809046318938312587 (28d) dependency 15 failed to produce a factor dependency 16 failed to produce a factor dependency 17 failed to produce a factor dependency 18 produced 2723922033809046318938312587 (28d) dependency 19 produced 2723922033809046318938312587 (28d) dependency 20 failed to produce a factor dependency 21 failed to produce a factor dependency 22 produced 2723922033809046318938312587 (28d) dependency 23 failed to produce a factor dependency 24 produced 2723922033809046318938312587 (28d) dependency 25 produced 2723922033809046318938312587 (28d) dependency 26 produced 92870342755332014402339809 (26d) dependency 27 failed to produce a factor dependency 28 produced 2723922033809046318938312587 (28d) dependency 29 failed to produce a factor dependency 30 failed to produce a factor dependency 31 produced 2723922033809046318938312587 (28d) dependency 32 produced 2723922033809046318938312587 (28d) done at 2710: 7007(1810,5197,0)(6319(1122,5197,0)), 12.28(5.27,7.02), 0.002s/r MPQS time: 7.779 Factor 1: 2723922033809046318938312587 (28 digits) Factor 2: 92870342755332014402339809 (26 digits) Total MPQS time: 7.779 [ <92870342755332014402339809, 1>, <2723922033809046318938312587, 1> ] [] Total time: 7.969 seconds, Total memory usage: 3.99MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:18:57 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^93))*NextPrime(Random(2^93))); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 01:18:36 on modular [Seed = 3552887747] ------------------------------------- MPQS MPQS: 42916817210409506377024584861751891864060120918959561803 (56d) 2162 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs32239: multiplier=3 sievelength=145920, sievesize=291840 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 18 total 100 fulls, 18 cycles, rate 0.027, need 2076 more fulls+cycles another 1759 fulls and 11734 partials and double partials should suffice 767 relations: 100 fulls, 667 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 45 new, 63 total 200 fulls, 63 cycles, rate 0.059, need 1931 more fulls+cycles another 1357 fulls and 9677 partials and double partials should suffice 1626 relations: 200 fulls, 1426 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 45 new, 108 total 300 fulls, 108 cycles, rate 0.068, need 1786 more fulls+cycles another 1210 fulls and 8410 partials and double partials should suffice 2384 relations: 300 fulls, 2084 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 63 new, 171 total 400 fulls, 171 cycles, rate 0.101, need 1623 more fulls+cycles another 965 fulls and 6538 partials and double partials should suffice 3110 relations: 400 fulls, 2710 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 64 new, 235 total 500 fulls, 235 cycles, rate 0.125, need 1459 more fulls+cycles another 807 fulls and 5201 partials and double partials should suffice 3721 relations: 500 fulls, 3221 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 97 new, 332 total 600 fulls, 332 cycles, rate 0.160, need 1262 more fulls+cycles another 623 fulls and 3979 partials and double partials should suffice 4426 relations: 600 fulls, 3826 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 86 new, 418 total 700 fulls, 418 cycles, rate 0.154, need 1076 more fulls+cycles another 546 fulls and 3425 partials and double partials should suffice 5083 relations: 700 fulls, 4383 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 108 new, 526 total 800 fulls, 526 cycles, rate 0.177, need 868 more fulls+cycles another 412 fulls and 2576 partials and double partials should suffice 5794 relations: 800 fulls, 4994 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 140 new, 666 total 900 fulls, 666 cycles, rate 0.213, need 628 more fulls+cycles another 268 fulls and 1686 partials and double partials should suffice 6551 relations: 900 fulls, 5651 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 186 new, 852 total 1000 fulls, 852 cycles, rate 0.254, need 342 more fulls+cycles another 130 fulls and 831 partials and double partials should suffice 7382 relations: 1000 fulls, 6382 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 Errors: /bin/sh: line 1: 32239 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:19:18 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^93))*NextPrime(Random(2^93))); Output: Magma V2.11-6 Sun Sep 26 2004 01:19:10 on modular [Seed = 3386825147] ------------------------------------- MPQS MPQS: 1576371559417353670661912624730228459628217945866899337 (55d) 1842 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs32245: multiplier=1 sievelength=115712, sievesize=231424 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 16 total 101 fulls, 16 cycles, rate 0.029, need 1757 more fulls+cycles another 1516 fulls and 8409 partials and double partials should suffice 661 relations: 101 fulls, 560 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 33 new, 49 total 201 fulls, 49 cycles, rate 0.067, need 1624 more fulls+cycles another 1203 fulls and 6322 partials and double partials should suffice 1257 relations: 201 fulls, 1056 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 37 new, 86 total 301 fulls, 86 cycles, rate 0.087, need 1487 more fulls+cycles another 1042 fulls and 5134 partials and double partials should suffice 1784 relations: 301 fulls, 1483 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 41 new, 127 total 402 fulls, 127 cycles, rate 0.089, need 1345 more fulls+cycles another 939 fulls and 4543 partials and double partials should suffice 2345 relations: 402 fulls, 1943 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 48 new, 175 total 502 fulls, 175 cycles, rate 0.116, need 1197 more fulls+cycles another 774 fulls and 3635 partials and double partials should suffice 2858 relations: 502 fulls, 2356 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 61 new, 236 total 603 fulls, 236 cycles, rate 0.113, need 1035 more fulls+cycles another 670 fulls and 3219 partials and double partials should suffice 3498 relations: 603 fulls, 2895 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 85 new, 321 total 704 fulls, 321 cycles, rate 0.170, need 849 more fulls+cycles another 466 fulls and 2252 partials and double partials should suffice 4100 relations: 704 fulls, 3396 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 75 new, 396 total 805 fulls, 396 cycles, rate 0.178, need 673 more fulls+cycles another 364 fulls and 1731 partials and double partials should suffice 4623 relations: 805 fulls, 3818 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 106 new, 502 total 905 fulls, 502 cycles, rate 0.224, need 467 more fulls+cycles another 226 fulls and 1074 partials and double partials should suffice 5197 relations: 905 fulls, 4292 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 102 new, 604 total 1005 fulls, 604 cycles, rate 0.241, need 265 more fulls+cycles another 124 fulls and 584 partials and double partials should suffice 5721 relations: 1005 fulls, 4716 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 126 new, 730 total 1104 fulls, 730 cycles, rate 0.247, need 40 more fulls+cycles another 18 fulls and 87 partials and double partials should suffice 6331 relations: 1104 fulls, 5227 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 32 new, 762 total 1119 fulls and 762 cycles are enough sent termination signal to slaves, start factoring attempt made 755 cycle descriptions making combinations: 755 made used partials: 755 combined relations formed collecting from /tmp/mqs32245/f177mas: accepted 755 Lanczos call with seed 12 first scan: 1874 rows, 1812 columns>32, weight 16559 second scan complete, matrix read into memory Removed 102 singletons Removed 11 singletons all 113 singletons removed Got 1665 by 1761 matrix with 15531 nonzeros in 0.033 seconds average of 9 nonzero entries per column Lanczos iteration 0, sum = 62, 1603 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos: harmless failure in qsnew_ChooseSi iteration 25 Lanczos: harmless failure in qsnew_ChooseSi iteration 26 Lanczos: harmless failure in qsnew_ChooseSi iteration 27 Lanczos iterations done at i=28, sum=1663, after 0.050 seconds Lanczos complete in 0.050 seconds, 29 dependencies factoring attempt dependency 1 produced 768860688858898344368620321 (27d) dependency 2 failed to produce a factor dependency 3 failed to produce a factor dependency 4 produced 768860688858898344368620321 (27d) dependency 5 failed to produce a factor dependency 6 failed to produce a factor dependency 7 produced 768860688858898344368620321 (27d) dependency 8 failed to produce a factor dependency 9 produced 768860688858898344368620321 (27d) dependency 10 produced 2050269421053272344455784297 (28d) dependency 11 failed to produce a factor dependency 12 failed to produce a factor dependency 13 produced 768860688858898344368620321 (27d) dependency 14 produced 2050269421053272344455784297 (28d) dependency 15 failed to produce a factor dependency 16 failed to produce a factor dependency 17 produced 2050269421053272344455784297 (28d) dependency 18 failed to produce a factor dependency 19 produced 2050269421053272344455784297 (28d) dependency 20 failed to produce a factor dependency 21 failed to produce a factor dependency 22 failed to produce a factor dependency 23 failed to produce a factor dependency 24 failed to produce a factor dependency 25 failed to produce a factor dependency 26 produced 768860688858898344368620321 (27d) dependency 27 produced 768860688858898344368620321 (27d) dependency 28 failed to produce a factor dependency 29 failed to produce a factor done at 2538: 7214(1874,5340,0)(6459(1119,5340,0)), 11.70(5.07,6.63), 0.002s/r MPQS time: 7.389 Factor 1: 768860688858898344368620321 (27 digits) Factor 2: 2050269421053272344455784297 (28 digits) Total MPQS time: 7.389 [ <768860688858898344368620321, 1>, <2050269421053272344455784297, 1> ] [] Total time: 7.580 seconds, Total memory usage: 3.99MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 01:24:22 2004 Input: SetVerbose("Factorization",true); SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^94))*NextPrime(Random(2^94))); Output: Magma V2.11-6 Sun Sep 26 2004 01:24:10 on modular [Seed = 942615421] ------------------------------------- MPQS MPQS: 849017723085986064555296226704069821049408864144443147 (54d) 2098 factor base elements created in 0.000 seconds master completed initialization for /tmp/mqs32263: multiplier=67 sievelength=140800, sievesize=281600 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 2 total 100 fulls, 2028 more fulls+cycles needed 626 relations: 100 fulls, 526 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 20 new, 22 total 200 fulls, 22 cycles, rate 0.043, need 1908 more fulls+cycles another 1572 fulls and 7783 partials and double partials should suffice 1190 relations: 200 fulls, 990 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 24 new, 46 total 300 fulls, 46 cycles, rate 0.048, need 1784 more fulls+cycles another 1441 fulls and 7168 partials and double partials should suffice 1792 relations: 300 fulls, 1492 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 42 new, 88 total 400 fulls, 88 cycles, rate 0.087, need 1642 more fulls+cycles another 1147 fulls and 5655 partials and double partials should suffice 2372 relations: 400 fulls, 1972 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 50 new, 138 total 500 fulls, 138 cycles, rate 0.107, need 1492 more fulls+cycles another 980 fulls and 4781 partials and double partials should suffice 2939 relations: 500 fulls, 2439 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 66 new, 204 total 600 fulls, 204 cycles, rate 0.120, need 1326 more fulls+cycles another 830 fulls and 4141 partials and double partials should suffice 3591 relations: 600 fulls, 2991 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 71 new, 275 total 701 fulls, 275 cycles, rate 0.136, need 1154 more fulls+cycles another 686 fulls and 3442 partials and double partials should suffice 4215 relations: 701 fulls, 3514 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 99 new, 374 total 801 fulls, 374 cycles, rate 0.193, need 955 more fulls+cycles another 484 fulls and 2436 partials and double partials should suffice 4828 relations: 801 fulls, 4027 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 80 new, 454 total 902 fulls, 454 cycles, rate 0.172, need 774 more fulls+cycles another 416 fulls and 2075 partials and double partials should suffice 5394 relations: 902 fulls, 4492 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 105 new, 559 total 1002 fulls, 559 cycles, rate 0.213, need 569 more fulls+cycles another 276 fulls and 1376 partials and double partials should suffice 5988 relations: 1002 fulls, 4986 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 116 new, 675 total 1102 fulls, 675 cycles, rate 0.210, need 353 more fulls+cycles another 171 fulls and 863 partials and double partials should suffice 6641 relations: 1102 fulls, 5539 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 147 new, 822 total 1202 fulls, 822 cycles, rate 0.287, need 106 more fulls+cycles another 43 fulls and 218 partials and double partials should suffice 7253 relations: 1202 fulls, 6051 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 45 new, 867 total 1237 fulls, 867 cycles, rate 0.220, need 26 more fulls+cycles another 12 fulls and 62 partials and double partials should suffice 7493 relations: 1237 fulls, 6256 partials, 0 double partials initialized global data in 0.017 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 21 new, 888 total 1256 fulls and 888 cycles are enough sent termination signal to slaves, start factoring attempt made 874 cycle descriptions making combinations: 874 made used partials: 874 combined relations formed collecting from /tmp/mqs32263/f522mas: accepted 874 Lanczos call with seed 12 first scan: 2130 rows, 2068 columns>32, weight 18836 second scan complete, matrix read into memory Removed 115 singletons Removed 8 singletons Removed 1 singletons all 124 singletons removed Got 1893 by 2006 matrix with 17701 nonzeros in 0.033 seconds average of 9 nonzero entries per column Lanczos iteration 0, sum = 61, 1832 to go Lanczos: harmless failure in qsnew_ChooseSi iteration 1 Lanczos: harmless failure in qsnew_ChooseSi iteration 2 Lanczos: harmless failure in qsnew_ChooseSi iteration 3 Lanczos: harmless failure in qsnew_ChooseSi iteration 4 Lanczos: harmless failure in qsnew_ChooseSi iteration 5 Lanczos: harmless failure in qsnew_ChooseSi iteration 6 Lanczos: harmless failure in qsnew_ChooseSi iteration 7 Lanczos: harmless failure in qsnew_ChooseSi iteration 8 Lanczos: harmless failure in qsnew_ChooseSi iteration 9 Lanczos: harmless failure in qsnew_ChooseSi iteration 10 Lanczos: harmless failure in qsnew_ChooseSi iteration 11 Lanczos: harmless failure in qsnew_ChooseSi iteration 12 Lanczos: harmless failure in qsnew_ChooseSi iteration 13 Lanczos: harmless failure in qsnew_ChooseSi iteration 14 Lanczos: harmless failure in qsnew_ChooseSi iteration 15 Lanczos: harmless failure in qsnew_ChooseSi iteration 16 Lanczos: harmless failure in qsnew_ChooseSi iteration 17 Lanczos: harmless failure in qsnew_ChooseSi iteration 18 Lanczos: harmless failure in qsnew_ChooseSi iteration 19 Lanczos: harmless failure in qsnew_ChooseSi iteration 20 Lanczos: harmless failure in qsnew_ChooseSi iteration 21 Lanczos: harmless failure in qsnew_ChooseSi iteration 22 Lanczos: harmless failure in qsnew_ChooseSi iteration 23 Lanczos: harmless failure in qsnew_ChooseSi iteration 24 Lanczos: harmless failure in qsnew_ChooseSi iteration 25 Lanczos: harmless failure in qsnew_ChooseSi iteration 26 Lanczos: harmless failure in qsnew_ChooseSi iteration 27 Lanczos: harmless failure in qsnew_ChooseSi iteration 28 Lanczos: harmless failure in qsnew_ChooseSi iteration 29 Lanczos: harmless failure in qsnew_ChooseSi iteration 30 Lanczos iterations done at i=31, sum=1891, after 0.050 seconds Lanczos complete in 0.067 seconds, 30 dependencies factoring attempt dependency 1 produced 208806540062491945188088979 (27d) dependency 2 failed to produce a factor dependency 3 produced 4066049477338644294787853993 (28d) dependency 4 produced 208806540062491945188088979 (27d) dependency 5 failed to produce a factor dependency 6 failed to produce a factor dependency 7 produced 208806540062491945188088979 (27d) dependency 8 failed to produce a factor dependency 9 failed to produce a factor dependency 10 produced 4066049477338644294787853993 (28d) dependency 11 failed to produce a factor dependency 12 failed to produce a factor dependency 13 failed to produce a factor dependency 14 produced 208806540062491945188088979 (27d) dependency 15 produced 4066049477338644294787853993 (28d) dependency 16 failed to produce a factor dependency 17 failed to produce a factor dependency 18 produced 4066049477338644294787853993 (28d) dependency 19 produced 208806540062491945188088979 (27d) dependency 20 produced 4066049477338644294787853993 (28d) dependency 21 produced 4066049477338644294787853993 (28d) dependency 22 failed to produce a factor dependency 23 produced 4066049477338644294787853993 (28d) dependency 24 produced 4066049477338644294787853993 (28d) dependency 25 produced 208806540062491945188088979 (27d) dependency 26 failed to produce a factor dependency 27 produced 208806540062491945188088979 (27d) dependency 28 produced 208806540062491945188088979 (27d) dependency 29 produced 208806540062491945188088979 (27d) dependency 30 failed to produce a factor done at 3370: 8456(2130,6326,0)(7582(1256,6326,0)), 18.33(6.92,11.42), 0.002s/r MPQS t ** WARNING: Output too long, hence truncated. '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:25:02 2004 Input: Factorization(NextPrime(Random(2^92))*NextPrime(Random(2^92))) Output: Magma V2.11-6 Sun Sep 26 2004 03:24:51 on modular [Seed = 3552902191] ------------------------------------- [ <1492479502150478652117761239, 1>, <2319439949800213102571633179, 1> ] Total time: 11.800 seconds, Total memory usage: 4.09MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:25:10 2004 Input: Factorization(NextPrime(Random(2^92))*NextPrime(Random(2^92))); Output: Magma V2.11-6 Sun Sep 26 2004 03:24:57 on modular [Seed = 3487096889] ------------------------------------- [ <4119183275450662227038931581, 1>, <4828715536335326404957142681, 1> ] Total time: 12.660 seconds, Total memory usage: 4.03MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:26:02 2004 Input: Factorization(NextPrime(Random(2^92))*NextPrime(Random(2^92))); 4119183275450662227038931581*4828715536335326404957142681; Output: Magma V2.11-6 Sun Sep 26 2004 03:25:49 on modular [Seed = 3318934023] ------------------------------------- [ <875652036151853578161145031, 1>, <1899842678619721239934453943, 1> ] 19890364279181251016307706369822547238272238388813908661 Total time: 12.949 seconds, Total memory usage: 4.00MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:29:49 2004 Input: 875652036151853578161145031*1899842678619721239934453943; Output: Magma V2.11-6 Sun Sep 26 2004 03:29:49 on modular [Seed = 908138725] ------------------------------------- 1663601109901550482192708080724119281141354072612807233 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:32:25 2004 Input: Factorization(NextPrime(Random(2^100))*NextPrime(Random(2^100))) Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 03:32:04 on modular [Seed = 807862650] ------------------------------------- Errors: /bin/sh: line 1: 32526 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:33:34 2004 Input: SetVerbose("MPQS",true); MPQS(NextPrime(Random(2^100))*NextPrime(Random(2^100))); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 03:33:13 on modular [Seed = 657462944] ------------------------------------- MPQS: 137470745178807870284512393533477813303186983181784046988101 (60d) 3282 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs32537: multiplier=101 sievelength=231936, sievesize=463872 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 3 total 100 fulls, 3211 more fulls+cycles needed 539 relations: 100 fulls, 439 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 11 new, 14 total 200 fulls, 14 cycles, rate 0.024, need 3100 more fulls+cycles another 2799 fulls and 12597 partials and double partials should suffice 1100 relations: 200 fulls, 900 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 13 new, 27 total 300 fulls, 27 cycles, rate 0.029, need 2987 more fulls+cycles another 2640 fulls and 11830 partials and double partials should suffice 1644 relations: 300 fulls, 1344 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 18 new, 45 total 401 fulls, 45 cycles, rate 0.041, need 2868 more fulls+cycles another 2424 fulls and 10768 partials and double partials should suffice 2182 relations: 401 fulls, 1781 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 25 new, 70 total 502 fulls, 70 cycles, rate 0.062, need 2742 more fulls+cycles another 2161 fulls and 9418 partials and double partials should suffice 2689 relations: 502 fulls, 2187 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 32 new, 102 total 602 fulls, 102 cycles, rate 0.065, need 2610 more fulls+cycles another 2024 fulls and 9014 partials and double partials should suffice 3282 relations: 602 fulls, 2680 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 41 new, 143 total 702 fulls, 143 cycles, rate 0.078, need 2469 more fulls+cycles another 1821 fulls and 8321 partials and double partials should suffice 3909 relations: 702 fulls, 3207 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 41 new, 184 total 802 fulls, 184 cycles, rate 0.091, need 2328 more fulls+cycles another 1644 fulls and 7499 partials and double partials should suffice 4459 relations: 802 fulls, 3657 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 64 new, 248 total 902 fulls, 248 cycles, rate 0.105, need 2164 more fulls+cycles another 1444 fulls and 6827 partials and double partials should suffice 5166 relations: 902 fulls, 4264 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 52 new, 300 total 1002 fulls, 300 cycles, rate 0.105, need 2012 more fulls+cycles another 1340 fulls and 6364 partials and double partials should suffice 5759 relations: 1002 fulls, 4757 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 62 new, 362 total 1103 fulls, 362 cycles, rate 0.133, need 1849 more fulls+cycles another 1133 fulls and 5366 partials and double partials should suffice 6325 relations: 1103 fulls, 5222 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 68 new, 430 total 1203 fulls, 430 cycles, rate 0.156, need 1681 more fulls+cycles another 969 fulls and 4560 partials and double partials should suffice 6861 relations: 1203 fulls, 5658 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 65 new, 495 total 1304 fulls, 495 cycles, rate 0.134, need 1515 more fulls+cycles another 929 fulls and 4378 partials and double partials should suffice 7448 relations: 1304 fulls, 6144 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 Errors: /bin/sh: line 1: 32537 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:34:25 2004 Input: NextPrime(Random(2^100))*NextPrime(Random(2^100)); Output: Magma V2.11-6 Sun Sep 26 2004 03:34:24 on modular [Seed = 557191455] ------------------------------------- 130684376862525140971793537058836868846861359566654063215641 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Sun Sep 26 03:40:43 2004 Input: NextPrime(Random(2^133))*NextPrime(Random(2^133)); Output: Magma V2.11-6 Sun Sep 26 2004 03:40:42 on modular [Seed = 268903253] ------------------------------------- 873270232067854119876869701977451785966725169926322315220138141254622412265323 Total time: 0.190 seconds, Total memory usage: 3.51MB '83.129.' ************** MAGMA ***************** Host 83.129.219.112 (83.129.219.112) Time: Sun Sep 26 13:38:17 2004 Input: a1^2=(a1+b1)^2+c^2+2*c*(a1+b1)*cos(wA1) Output: Magma V2.11-6 Sun Sep 26 2004 13:38:17 on modular [Seed = 891456244] ------------------------------------- >> a1^2=(a1+b1)^2+c^2+2*c*(a1+b1)*cos(wA1); ^ User error: Identifier 'a1' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '83.129.' ************** MAGMA ***************** Host 83.129.219.112 (83.129.219.112) Time: Sun Sep 26 13:39:14 2004 Input: a1(b1,c,wA1)=sqrt((a1+b1)^2+c^2+2*c*(a1+b1)*cos(wA1)) Output: Magma V2.11-6 Sun Sep 26 2004 13:39:13 on modular [Seed = 3403511107] ------------------------------------- >> a1(b1,c,wA1)=sqrt((a1+b1)^2+c^2+2*c*(a1+b1)*cos(wA1)); ^ User error: Identifier 'a1' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '83.129.' ************** MAGMA ***************** Host 83.129.219.112 (83.129.219.112) Time: Sun Sep 26 13:39:24 2004 Input: a1(b1,c,wA1)=sqrt((a1(b1,c,wA1)+b1)^2+c^2+2*c*(a1+b1)*cos(wA1)) Output: Magma V2.11-6 Sun Sep 26 2004 13:39:23 on modular [Seed = 3487068236] ------------------------------------- >> a1(b1,c,wA1)=sqrt((a1(b1,c,wA1)+b1)^2+c^2+2*c*(a1+b1)*cos(wA1)); ^ User error: Identifier 'b1' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Sun Sep 26 15:45:15 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=67280421310721; s:=3501693870747166; FindGroupOrder2(p,s); Output: Magma V2.11-6 Sun Sep 26 2004 15:45:15 on modular [Seed = 2441596049] ------------------------------------- [ <2, 2>, <3, 1>, <13, 1>, <625267, 1>, <689761, 1> ] Total time: 0.250 seconds, Total memory usage: 4.72MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:20:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:20:27 on modular [Seed = 1531783309] ------------------------------------- Errors: /bin/sh: line 1: 3094 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:21:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:21:06 on modular [Seed = 1397039324] ------------------------------------- Errors: /bin/sh: line 1: 3102 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:22:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([73,146,2697,2624,23651]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:21:43 on modular [Seed = 1870208197] ------------------------------------- Errors: /bin/sh: line 1: 3106 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:22:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-288,-358,2427,1582,-5571]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:22:13 on modular [Seed = 1803360547] ------------------------------------- Errors: /bin/sh: line 1: 3110 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:23:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-1135,1704,1635,-1704,-1135]); S := FourDescent(f); #S; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:22:49 on modular [Seed = 1735464195] ------------------------------------- Errors: /bin/sh: line 1: 3114 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:24:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([1691,3206,-1881,-3220,1705]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:23:52 on modular [Seed = 1902576468] ------------------------------------- Errors: /bin/sh: line 1: 3132 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:24:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([1663,3326,-1659,-3322,1664]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:24:28 on modular [Seed = 219905996] ------------------------------------- Errors: /bin/sh: line 1: 3136 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:25:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([273,-40,-16782,2392,251457]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:25:21 on modular [Seed = 136215172] ------------------------------------- Errors: /bin/sh: line 1: 3141 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:26:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16626,0,69105965,0]); f := P!Reverse([5,0,-16614,0,13827845]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:25:53 on modular [Seed = 68318888] ------------------------------------- Errors: /bin/sh: line 1: 3145 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:26:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9414,0,22155845,0]); f := P!Reverse([4513,376,9426,376,4913]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:26:39 on modular [Seed = 487286879] ------------------------------------- 4 Point [ 1, 1011, 363, 942 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2122, 1529, 770 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9414*x^2 + 22155845*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 7385287*x - 7724993466 over Rational Field function(p) ... end function (-383931405037096090986595823136069228264952076327021119/2443878571593059229678\ 73521988373347335966674637025 : 46412473992714736637907280122886658661397223604\ 281754255923382087835467743904/382049323608100984233861155693640309685319382295\ 5140126477425825847923452625 : 1) 120.25145559695867802929 Total time: 10.779 seconds, Total memory usage: 24.07MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:27:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15582,0,60699677,0]); f := P!Reverse([7445,56,15594,56,8149]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:27:24 on modular [Seed = 420441192] ------------------------------------- Errors: /bin/sh: line 1: 3156 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:28:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15582,0,60699677,0]); f := P!Reverse([7789,0,15594,0,7789]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:27:57 on modular [Seed = 352542725] ------------------------------------- Errors: /bin/sh: line 1: 3160 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:28:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15582,0,60699677,0]); f := P!Reverse([-1935,616,3825,-616,-1935]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:28:30 on modular [Seed = 285697058] ------------------------------------- Errors: /bin/sh: line 1: 3164 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:29:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15582,0,60699677,0]); f := P!Reverse([-1,2,3897,-3898,-3790808]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:29:01 on modular [Seed = 758864125] ------------------------------------- 4 Point [ 1, 799, 1170, 527 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2415, 153, 703 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15582*x^2 + 60699677*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 20233231*x - 35030439570 over Rational Field function(p) ... end function (1127433836907445167059980637660498756221432788907477921/2116369080231636524510\ 99006846821193430838802526784 : -2815841319792022094437469687936742284002716338\ 84336742149984312954105225143722255/3078839940995485264983623891280852144024408\ 877594334283517003815218184386048 : 1) 120.37614361424370201802 Total time: 11.050 seconds, Total memory usage: 5.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:29:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19998,0,99979997,0]); f := P!Reverse([1445,-908,20208,-6344,69700]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:29:46 on modular [Seed = 624119970] ------------------------------------- 4 Point [ 1, 2024, 388, 1738 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19998*x^2 + 99979997*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33326671*x - 74051827410 over Rational Field function(p) ... end function (-712567949195569154835915679988462153439672203915636335/2139192845661649047483\ 04851498712804940093262955801 : 71619529780254006631055639200685403692557357529\ 151401679131449353611101342800/312877913091806031262086930059872116097268117593\ 8923359843689230054827607549 : 1) 120.49470405363956615474 Total time: 11.919 seconds, Total memory usage: 29.09MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:30:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19358,0,93683037,0]); f := P!Reverse([925,976,19754,10256,102589]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:30:17 on modular [Seed = 540431748] ------------------------------------- 4 Point [ 1, 1390, 2205, 2049 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19358*x^2 + 93683037*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 31227684*x - 67156835616 over Rational Field function(p) ... end function (-3358823697963651258512754612888942550208665328690763048/104175313979682676861\ 7967882503826762533103490814641 : -29046046580594518435704141439412564033307514\ 29828218328140932970766504778000920/3362383355178817930110953596996945169214500\ 2336353938566992760317223581971561 : 1) 120.53924762964660999386 Total time: 18.480 seconds, Total memory usage: 8.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:31:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8106,0,16426805,0]); f := P!Reverse([-829,-1536,963,1548,-841]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:30:54 on modular [Seed = 1009404031] ------------------------------------- 4 Point [ 1, 10, 1015, 373 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 122, 44, 1127 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 281, 619, 1367 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 431, 1717, 1467 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1578, 824, 167 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1791, 2171, 928 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 8106*x^2 + 16426805*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 5475607*x - 4931682294 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.269 seconds, Total memory usage: 13.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:31:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8106,0,16426805,0]); f := P!Reverse([-829,-1536,963,1548,-841]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:31:15 on modular [Seed = 942558294] ------------------------------------- 4 Point [ 1, 2302, 4003, 1269 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4972, 3970, 3798 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8106*x^2 + 16426805*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 5475607*x - 4931682294 over Rational Field function(p) ... end function (110648281677729167066131269330766732933737084298066787/11590386546033810708885\ 527433409389037389235281481 : 3557530801716153116241625126552543707708995417301\ 6448915402298418858793342638600/39459073179411714463175521054194867903638116434\ 933847158239918074050808379 : 1) 120.77268818626717461484 Total time: 13.720 seconds, Total memory usage: 13.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:32:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14550,0,52925621,0]); f := P!Reverse([-987,112,14562,-784,-53571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:31:50 on modular [Seed = 874659903] ------------------------------------- 4 Point [ 1, 9, 901, 1646 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1489, 1140, 1709 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1600, 2281, 824 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1608, 1133, 2001 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1908, 251, 587 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14550*x^2 + 52925621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17641879*x - 28521011850 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.869 seconds, Total memory usage: 10.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:32:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14550,0,52925621,0]); f := P!Reverse([-987,112,14562,-784,-53571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:32:12 on modular [Seed = 807814177] ------------------------------------- 4 Point [ 1, 4351, 1728, 3599 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14550*x^2 + 52925621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17641879*x - 28521011850 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.109 seconds, Total memory usage: 10.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:33:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14550,0,52925621,0]); f := P!Reverse([-987,112,14562,-784,-53571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:32:41 on modular [Seed = 3386883581] ------------------------------------- 4 Point [ 1, 1205, 3397, 1145 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2387, 1827, 661 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2783, 972, 2623 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14550*x^2 + 52925621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17641879*x - 28521011850 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.460 seconds, Total memory usage: 10.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:33:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14550,0,52925621,0]); f := P!Reverse([-1039,0,14562,0,-50911]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:33:20 on modular [Seed = 3318985000] ------------------------------------- Errors: /bin/sh: line 1: 3208 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:34:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14550,0,52925621,0]); f := P!Reverse([7,14,3651,3644,473201]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:33:58 on modular [Seed = 3268720201] ------------------------------------- 4 Point [ 1, 2839, 3599, 2698 ] was singular mod 4001 and ignored at the #1 lift Point [ 1, 3099, 294, 1979 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14550*x^2 + 52925621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17641879*x - 28521011850 over Rational Field function(p) ... end function (-94597110224837545621910101833183308615955969177058956750/38996899407499249426\ 384945506010019600245208210684161 : 1215264045674272528118307976083857287638229\ 370975983192323451559266545776230215720/770096442799141282760410173615555554458\ 0495470465228811867339504673675731219841 : 1) 120.81542876313255874265 Total time: 18.500 seconds, Total memory usage: 7.38MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:35:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17432,0,75968652,0]); f := P!Reverse([61,-42,4370,-1524,77956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:34:52 on modular [Seed = 3737692783] ------------------------------------- 4 Point [ 1, 835, 771, 736 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1064, 1321, 1449 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 2179, 1568, 1615 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2346, 2255, 2172 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17432*x^2 + 75968652*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25322889*x - 49039151031 over Rational Field function(p) ... end function (-821755215330162289415368844883373401101016767641344048/2827316651793750165697\ 45674339550089372136165622089 : -5948747761418752508741957706028682260131318128\ 27670409042213251059369231785335/4754027356817356427916963479512616558224838707\ 687713783383478589697764255813 : 1) 120.84896676958101124910 Total time: 13.650 seconds, Total memory usage: 5.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:35:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([6410,8308,-14640,-11232,11716]);S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:35:24 on modular [Seed = 3586368132] ------------------------------------- Errors: /bin/sh: line 1: 3224 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:36:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([7345,14072,-8568,-14664,7976]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:36:09 on modular [Seed = 3536102870] ------------------------------------- Errors: /bin/sh: line 1: 3231 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:36:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([-295,184,15948,-4784,-215228]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:36:39 on modular [Seed = 4009269700] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 18678*x^2 + 87216917*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21226804*x - 37642170720 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.300 seconds, Total memory usage: 9.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:37:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([-295,184,15948,-4784,-215228]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:37:00 on modular [Seed = 3942424027] ------------------------------------- 4 Point [ 1, 4717, 853, 4220 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 18678*x^2 + 87216917*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21226804*x - 37642170720 over Rational Field function(p) ... end function (597676145586175837005114442831823325017035021429814626/24853926125566642066441\ 30198046878622919961390225 : 46197510646433865901843884800483758397098468064736\ 7015980213926564739755757699624/39182532698683910858306998811996718722698884025\ 82401834802539870203309625 : 1) 121.51369402303333799864 Total time: 14.740 seconds, Total memory usage: 9.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:38:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15960,0,63680396,0]); f := P!Reverse([-295,184,15948,-4784,-215228]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:37:57 on modular [Seed = 3874525470] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 15960*x^2 + 63680396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21226804*x - 37642170720 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.279 seconds, Total memory usage: 9.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:38:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15960,0,63680396,0]); f := P!Reverse([-295,184,15948,-4784,-215228]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:38:19 on modular [Seed = 4243229562] ------------------------------------- 4 Point [ 1, 4717, 853, 4220 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15960*x^2 + 63680396*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 21226804*x - 37642170720 over Rational Field function(p) ... end function (597676145586175837005114442831823325017035021429814626/24853926125566642066441\ 30198046878622919961390225 : 46197510646433865901843884800483758397098468064736\ 7015980213926564739755757699624/39182532698683910858306998811996718722698884025\ 82401834802539870203309625 : 1) 121.51369402303333799864 Total time: 14.720 seconds, Total memory usage: 9.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:39:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17630,0,77704221,0]); f := P!Reverse([-1203,104,17642,-728,-64547]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:39:32 on modular [Seed = 4125328300] ------------------------------------- Errors: /bin/sh: line 1: 3256 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:40:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17630,0,77704221,0]); f := P!Reverse([-1259,0,17642,0,-61691]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:40:07 on modular [Seed = 4058482571] ------------------------------------- Errors: /bin/sh: line 1: 3260 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:40:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17630,0,77704221,0]); f := P!Reverse([357,-128,4427,-798,13635]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:40:37 on modular [Seed = 2358966932] ------------------------------------- 4 Point [ 1, 212, 1851, 1915 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 915, 715, 1369 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1295, 658, 477 ] was singular mod 2503 and ignored at the #3 lift Errors: /bin/sh: line 1: 3265 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:41:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17630,0,77704221,0]); f := P!Reverse([7,14,4421,4414,694576]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:41:13 on modular [Seed = 2292121276] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 17630*x^2 + 77704221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 25901412*x - 50729323680 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.469 seconds, Total memory usage: 19.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:42:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7720,0,14899596,0]); f := P!Reverse([201,8,7732,144,74052]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:42:30 on modular [Seed = 2174220042] ------------------------------------- 4 Point [ 1, 2122, 801, 2056 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 7720*x^2 + 14899596*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 4966537*x - 4261827145 over Rational Field function(p) ... end function (-2140842419126926842774311908457129318983152740693330285/166089569920202469175\ 2907797733317222212953548446121 : 148470273478248627761224294606506725366995769\ 3309204795892930567294046745696240/67688289697861756306661884939941953536601235\ 278813153845287197767105557860331 : 1) 121.72208935396953677354 Total time: 11.529 seconds, Total memory usage: 14.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:43:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11570,0,33466221,0]); f := P!Reverse([97,-48,11570,-2944,345377]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:43:04 on modular [Seed = 2643192632] ------------------------------------- 4 Point [ 1, 504, 1024, 483 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1024, 1966, 400 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1875, 1530, 667 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11570*x^2 + 33466221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 11155412*x - 14337163260 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 9.769 seconds, Total memory usage: 17.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:43:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11570,0,33466221,0]); f := P!Reverse([97,-48,11570,-2944,345377]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:43:24 on modular [Seed = 2576346920] ------------------------------------- 4 Point [ 1, 372, 3570, 4389 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3661, 1095, 2959 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4724, 658, 90 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11570*x^2 + 33466221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 11155412*x - 14337163260 over Rational Field function(p) ... end function (-3226486305149430787354908771645339709995666052624943048/167185570607362261915\ 9569458917516990661500900355761 : 350160006490134249125960034831398954564769113\ 6192531324486952368248717175298470/68359391418137859871797166642694660614167353\ 874337175708224686277561209499241 : 1) 122.104161719921776807495 Total time: 14.880 seconds, Total memory usage: 17.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:44:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,13992,0,48944012,0]); f := P!Reverse([3513,-472,14004,-944,13956]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:43:59 on modular [Seed = 2508451015] ------------------------------------- 4 Point [ 1, 9, 2005, 1566 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1856, 2241, 28 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 13992*x^2 + 48944012*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16314676*x - 25363858080 over Rational Field function(p) ... end function (-4681012886212369293445063903452882727811226989419011002/200566064316600141653\ 5340807397365622535561581789009 : 467522017477019457634006897101343910732594494\ 5842080150093251926692023209615072/89822715148572799308693217575117205951381511\ 975768492662823399814535202706777 : 1) 122.20792240159346420114 Total time: 9.710 seconds, Total memory usage: 12.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:44:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17790,0,79121021,0]); f := P!Reverse([7193,-11544,24738,-16152,14057]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:44:25 on modular [Seed = 2441603301] ------------------------------------- 4 Errors: /bin/sh: line 1: 3292 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:45:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17790,0,79121021,0]); f := P!Reverse([41,0,17778,0,1930649]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:44:56 on modular [Seed = 2931349435] ------------------------------------- Errors: /bin/sh: line 1: 3299 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:45:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17790,0,79121021,0]); f := P!Reverse([-920,1126,3945,-2654,-4945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:45:25 on modular [Seed = 2780028061] ------------------------------------- 4 Point [ 1, 920, 570, 2471 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17790*x^2 + 79121021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26373679*x - 52131940530 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.169 seconds, Total memory usage: 35.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:46:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17790,0,79121021,0]); f := P!Reverse([-920,1126,3945,-2654,-4945]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:45:49 on modular [Seed = 2713180257] ------------------------------------- 4 Point [ 1, 1453, 918, 3974 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17790*x^2 + 79121021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26373679*x - 52131940530 over Rational Field function(p) ... end function (771144295319523990934593435130406223035040548386704209/75573844105827928551867\ 32011426998038714795290000 : -6763041488480235209163357483212858396169111535059\ 23765585232903378482995281626073/2077577676259122454353724858197384859860535419\ 1369121321737171337333000000 : 1) 122.25157270296598710501 Total time: 16.429 seconds, Total memory usage: 35.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:46:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-19930,0,99301221,0]); f := P!Reverse([13,16,-19462,-28912,7747837]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:46:28 on modular [Seed = 3182150724] ------------------------------------- 4 Point [ 1, 683, 929, 2163 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1577, 692, 807 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2419, 880, 1263 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 19930*x^2 + 99301221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 33100412*x + 73310022240 over Rational Field function(p) ... end function (3728514194007877721320995311850529861986547930184452280/1878783007474442891881\ 723016150680397171917219596169 : 1011671867235863243696876224097379594428364794\ 9175358972635381698521349303863666560/81435719044470367627639168720599887506400\ 081934093455522982229844549109782053 : 1) 122.34278044875426871840 Total time: 17.269 seconds, Total memory usage: 12.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:47:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12906,0,41641205,0]); f := P!Reverse([-1301,2456,1491,-2500,-1345]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:47:00 on modular [Seed = 3115302944] ------------------------------------- 4 Point [ 1, 407, 952, 233 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 857, 65, 537 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1682, 1137, 955 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1764, 698, 1208 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 12906*x^2 + 41641205*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13880407*x - 19904480694 over Rational Field function(p) ... end function (513946845276902564128157801785966503463868030260028307/46484112888267388786465\ 778073508837445316622048441 : 3440070908271202024085803638223284456735024471278\ 11760153939631415911756539640600/3169252348485413699213397594403426704127686178\ 48735300414756326260881634989 : 1) 122.35386129928856746573 Total time: 10.539 seconds, Total memory usage: 5.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:47:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9144,0,20903180,0]); f := P!Reverse([481,-88,9156,-880,43460]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:47:25 on modular [Seed = 3047410709] ------------------------------------- 4 Point [ 1, 51, 1218, 1128 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9144*x^2 + 20903180*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6967732*x - 7079199456 over Rational Field function(p) ... end function (-10533491354284924805339861012209709945235530306763154738/69103875098005610224\ 10213922627683930978117700525649 : -7681897550490921733780584009747595965838075\ 3122735458058163142606741243190923280/57445181058386369322933691211329454387333\ 7220593779926893669274656445937199143 : 1) 122.42745852499071190777 Total time: 13.259 seconds, Total memory usage: 8.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:48:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17690,0,78234021,0]); f := P!Reverse([-229,-452,4091,4260,-20277]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:47:56 on modular [Seed = 2997144307] ------------------------------------- 4 Point [ 1, 859, 2146, 364 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1217, 915, 2223 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1738, 481, 929 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1808, 2010, 903 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1870, 1837, 554 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1929, 2299, 1315 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1960, 416, 232 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17690*x^2 + 78234021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 26078012*x - 51249057900 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.750 seconds, Total memory usage: 25.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:48:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17690,0,78234021,0]); f := P!Reverse([-229,-452,4091,4260,-20277]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:48:17 on modular [Seed = 1331246882] ------------------------------------- 4 Point [ 1, 1911, 557, 529 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3967, 3009, 871 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17690*x^2 + 78234021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 26078012*x - 51249057900 over Rational Field function(p) ... end function (2036548355587199764621225136566185582921015145076032734/1857527701168209405766\ 16617757945745761814326340721 : 25069750627290658902241578347373325571644460948\ 89619185138828927144572545918083920/2531645827558136354889484825997076921282574\ 721448957520157224634018911093769 : 1) 122.79038454630870091932 Total time: 16.469 seconds, Total memory usage: 25.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:49:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18106,0,81956805,0]); f := P!Reverse([-413,-812,3931,4260,-11325]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:48:51 on modular [Seed = 1264399172] ------------------------------------- 4 Point [ 1, 76, 457, 2075 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18106*x^2 + 81956805*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27318940*x - 54968711200 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.320 seconds, Total memory usage: 13.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:49:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18106,0,81956805,0]); f := P!Reverse([-413,-812,3931,4260,-11325]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:49:12 on modular [Seed = 1196506963] ------------------------------------- 4 Point [ 1, 3898, 2623, 1055 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18106*x^2 + 81956805*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27318940*x - 54968711200 over Rational Field function(p) ... end function (1749526071149304271859117752095677090941361988191464184/1448920186491030172691\ 69091729988195157375046339025 : -2045693688662536370970294384151723895987691395\ 575848308238162974125706127506877648/174408117561109948461723968688844010774748\ 5321734991206377398621447914617625 : 1) 122.90663055534933789658 Total time: 16.649 seconds, Total memory usage: 13.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:49:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6698,0,11215797,0]); f := P!Reverse([61,-58,1697,-812,11581]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:49:46 on modular [Seed = 1129659253] ------------------------------------- 4 Point [ 1, 545, 1731, 1249 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1538, 1924, 705 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2432, 10, 1867 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6698*x^2 + 11215797*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 3738604*x - 2781094316 over Rational Field function(p) ... end function (-4632415733278240712692653172102394306868409734003695435/414403593978612179852\ 3402847415682747803620712955209 : 116882544252282575036803236149039634250963042\ 97483842152904936010485362262242726/2667689441322489549721722185699087741123384\ 05411646985039554558413509284821573 : 1) 123.055835801094048065351 Total time: 10.330 seconds, Total memory usage: 5.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:50:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([194,-164,3902,-1644,19249]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:50:15 on modular [Seed = 1481515139] ------------------------------------- FourDescent( f: 194*x^4 - 164*x^3 + 3902*x^2 - 1644*x + 19249 ) ReduceFD( fd: [ [1882464939 1610708251 582142192 2717709303] [1610708251 ... ) StollReduce( desc: [ [ 1 0 0 -3] [ 0 1 -3 0] [ 0 -3 -6 -1] [-3 0 -1 -4], ... ) Covariant( mat1: [ 1 0 0 -3] [ 0 1 -3 0] [ 0 -3 -6 -1] [-3 0 -1 -4], mat2: [ 4 1 1 9] [ 1 6 11 1] [ 1 11 -6 5] [ 9 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 303, column 29: >> trans2 := trans1^-1; ^ Runtime error in '^': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,2500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 15392*x^2 + 59228412*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 19742809*x - 33757982951 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.120 seconds, Total memory usage: 23.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:51:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([194,-164,3902,-1644,19249]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:51:09 on modular [Seed = 1463889878] ------------------------------------- FourDescent( f: 194*x^4 - 164*x^3 + 3902*x^2 - 1644*x + 19249 ) ReduceFD( fd: [ [1882464939 1610708251 582142192 2717709303] [1610708251 ... ) StollReduce( desc: [ [ 1 0 0 -3] [ 0 1 -3 0] [ 0 -3 -6 -1] [-3 0 -1 -4], ... ) Covariant( mat1: [ 1 0 0 -3] [ 0 1 -3 0] [ 0 -3 -6 -1] [-3 0 -1 -4], mat2: [ 4 1 1 9] [ 1 6 11 1] [ 1 11 -6 5] [ 9 ... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 303, column 29: >> trans2 := trans1^-1; ^ Runtime error in '^': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,2500); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 15392*x^2 + 59228412*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 19742809*x - 33757982951 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.129 seconds, Total memory usage: 23.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:51:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([1924,2,3848,-2,1924]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:51:26 on modular [Seed = 1397042113] ------------------------------------- Errors: /bin/sh: line 1: 3359 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:52:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([-23,12,19418,97380,-2080079]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:51:56 on modular [Seed = 1870206943] ------------------------------------- 4 Point [ 1, 567, 1866, 1349 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1545, 1498, 2213 ] was singular mod 2503 and ignored at the #3 lift Errors: /bin/sh: line 1: 3363 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:52:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([-959,1752,14276,-13456,-58492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:52:32 on modular [Seed = 1803358215] ------------------------------------- 4 Point [ 1, 123, 1671, 49 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15392*x^2 + 59228412*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 19742809*x - 33757982951 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.189 seconds, Total memory usage: 23.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:53:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([-959,1752,14276,-13456,-58492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:52:59 on modular [Seed = 1735466000] ------------------------------------- Errors: /bin/sh: line 1: 3371 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:53:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([-959,1752,14276,-13456,-58492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:53:29 on modular [Seed = 2104165992] ------------------------------------- Errors: /bin/sh: line 1: 3377 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:54:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15392,0,59228412,0]); f := P!Reverse([-959,1752,14276,-13456,-58492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:53:57 on modular [Seed = 1952583501] ------------------------------------- 4 Point [ 1, 572, 3403, 905 ] was singular mod 3511 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15392*x^2 + 59228412*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 19742809*x - 33757982951 over Rational Field function(p) ... end function (40236306237329514775475333907453625783671515797024233945/373343132767846964333\ 1319869558561288982803136512961 : -22870457974215882939194114058353262483453863\ 8708586509455898364393940981146115518192/22811941598237898444068873903616432820\ 1366009498396329927351952840816631837791 : 1) 123.080616896848155761290 Total time: 16.469 seconds, Total memory usage: 23.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:55:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([57,102,4093,3604,71743]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:54:48 on modular [Seed = 1885735828] ------------------------------------- 4 Point [ 1, 2453, 2242, 2003 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.720 seconds, Total memory usage: 29.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:55:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([57,102,4093,3604,71743]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:55:09 on modular [Seed = 219903740] ------------------------------------- 4 Point [ 1, 4084, 4843, 4094 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.839 seconds, Total memory usage: 29.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:56:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([57,102,4093,3604,71743]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:55:57 on modular [Seed = 153055912] ------------------------------------- 4 Point [ 1, 128, 74, 4969 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1323, 1530, 4703 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.010 seconds, Total memory usage: 29.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:56:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([57,102,4093,3604,71743]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:56:26 on modular [Seed = 85163843] ------------------------------------- 4 Point [ 1, 5032, 4420, 5965 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.980 seconds, Total memory usage: 29.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:57:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([2682,5362,8041,5362,2682]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:57:02 on modular [Seed = 520709501] ------------------------------------- Errors: /bin/sh: line 1: 3411 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:57:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([2682,5362,8041,5362,2682]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 17:57:30 on modular [Seed = 453861661] ------------------------------------- Errors: /bin/sh: line 1: 3415 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:58:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-560,-518,3847,1842,-7003]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:58:01 on modular [Seed = 385969458] ------------------------------------- 4 Point [ 1, 121, 2483, 1773 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 303, 2705, 2688 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 1652, 1241, 1663 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.890 seconds, Total memory usage: 20.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:58:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-560,-518,3847,1842,-7003]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:58:27 on modular [Seed = 319121884] ------------------------------------- 4 Point [ 1, 2518, 1606, 1908 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3122, 1376, 3827 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4032, 1318, 999 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4038, 1387, 2304 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.760 seconds, Total memory usage: 20.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:59:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-560,-518,3847,1842,-7003]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:58:54 on modular [Seed = 792286717] ------------------------------------- 4 Point [ 1, 3743, 4449, 1379 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.820 seconds, Total memory usage: 20.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 17:59:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-560,-518,3847,1842,-7003]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 17:59:25 on modular [Seed = 607280853] ------------------------------------- 4 Point [ 1, 89, 4054, 857 ] was singular mod 6301 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.879 seconds, Total memory usage: 30.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:00:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-3,6,4021,-4024,-1346699]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:00:04 on modular [Seed = 3569528444] ------------------------------------- 4 Point [ 1, 2684, 4067, 1230 ] was singular mod 6301 and ignored at the #3 lift Point [ 1, 5837, 3525, 4966 ] was singular mod 6301 and ignored at the #3 lift Point [ 1, 5938, 301, 4304 ] was singular mod 6301 and ignored at the #1 lift Errors: /bin/sh: line 1: 3480 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:01:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16090,0,64722021,0]); f := P!Reverse([-3,6,4021,-4024,-1346699]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:00:39 on modular [Seed = 3519523994] ------------------------------------- 4 Point [ 1, 391, 1303, 624 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3200, 4540, 3386 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 16090*x^2 + 64722021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21574012*x - 38576702560 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.399 seconds, Total memory usage: 18.61MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:01:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11486,0,32982045,0]); f := P!Reverse([-109,-86,2903,1428,-18491]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:01:30 on modular [Seed = 4009268120] ------------------------------------- 4 Point [ 1, 2452, 4692, 2287 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4748, 2032, 2705 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11486*x^2 + 32982045*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 10994020*x - 14027127968 over Rational Field function(p) ... end function (636026171645817950144796094595673014972066588775709209/70740563430126060410575\ 911015532160404958786232721 : 4661598315804572309349660770526118682652944134989\ 30504766177336974472546995081350/5949805540972826120313588303763047827454592275\ 75121558669015280880138524231 : 1) 123.27535841416376172219 Total time: 15.919 seconds, Total memory usage: 14.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:02:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18730,0,87703221,0]); f := P!Reverse([685,-422,4777,-1452,8117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:02:13 on modular [Seed = 3942422467] ------------------------------------- 4 Point [ 1, 4699, 3563, 4067 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4724, 3811, 860 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4860, 4932, 4387 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18730*x^2 + 87703221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 29234412*x - 60849771840 over Rational Field function(p) ... end function (-35070697640270863205087215741668606067405134476658238081/11231549469540955786\ 871200158796277230210456955040025 : 2225729733589647310587661101014986689760605\ 24045108520898156142341894487334829922/1190308435734355673305139026189786490538\ 907758172120231972305245401290439856125 : 1) 123.64388904464854590514 Total time: 15.599 seconds, Total memory usage: 16.23MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:03:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,3470,0,3010221,0]); f := P!Reverse([1657,288,3482,288,1825]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:03:12 on modular [Seed = 3791100941] ------------------------------------- 4 Point [ 1, 1476, 1113, 120 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4299, 2837, 1747 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4559, 3111, 2020 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 3470*x^2 + 3010221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 1003412*x - 386530560 over Rational Field function(p) ... end function (-21644873908991094537710530884193760582053953954276683236/37331868148576833039\ 048231296343470029559751393765625 : 2644283271801875711697429076721025448441555\ 56694465983614817560165813433679919088/7213060666939049938980619416654518354871\ 096311699238922424276430960691017578125 : 1) 123.68297347846943523563 Total time: 16.070 seconds, Total memory usage: 6.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:04:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17730,0,78588221,0]); f := P!Reverse([617,1084,18456,15784,130756]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:03:49 on modular [Seed = 4260069492] ------------------------------------- 4 Point [ 1, 2651, 4333, 4875 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2887, 1336, 3002 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3128, 1840, 120 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3739, 1867, 3515 ] was singular mod 5003 and ignored at the #3 lift Errors: /bin/sh: line 1: 3505 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:04:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17730,0,78588221,0]); f := P!Reverse([617,1084,18456,15784,130756]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:04:25 on modular [Seed = 4193223772] ------------------------------------- 4 Point [ 1, 2348, 3851, 3778 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 3134, 3210, 3887 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17730*x^2 + 78588221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26196079*x - 51606244110 over Rational Field function(p) ... end function (-22336071902861450187590746349649975305935561107949372635/75546676593418553134\ 56389756334527645601138001266289 : 74830484312867332365146435333994277752802998\ 092045848653685637383965289201644750/656633515237485682262678119375144417075524\ 379102429032541384084495221474243337 : 1) 123.82574145862805892193 Total time: 20.510 seconds, Total memory usage: 5.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:05:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([73,-52,18296,-6648,1146564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:05:15 on modular [Seed = 4141910689] ------------------------------------- 4 Point [ 1, 2192, 169, 4411 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4074, 2352, 1358 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18290*x^2 + 83631021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27877012*x - 56642959100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.189 seconds, Total memory usage: 18.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:06:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([73,-52,18296,-6648,1146564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:05:43 on modular [Seed = 2375807478] ------------------------------------- 4 Point [ 1, 3684, 1632, 2442 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18290*x^2 + 83631021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27877012*x - 56642959100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.989 seconds, Total memory usage: 18.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:06:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([73,-52,18296,-6648,1146564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:06:10 on modular [Seed = 2308961687] ------------------------------------- 4 Point [ 1, 1799, 5576, 5610 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18290*x^2 + 83631021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27877012*x - 56642959100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.199 seconds, Total memory usage: 18.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:06:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([73,-52,18296,-6648,1146564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:06:39 on modular [Seed = 2241067430] ------------------------------------- 4 Point [ 1, 2943, 2302, 6886 ] was singular mod 7507 and ignored at the #1 lift Point [ 1, 5769, 4454, 7311 ] was singular mod 7507 and ignored at the #3 lift Point [ 1, 6626, 3852, 5406 ] was singular mod 7507 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18290*x^2 + 83631021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27877012*x - 56642959100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.059 seconds, Total memory usage: 18.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:07:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([9145,8,18290,-8,9145]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:07:12 on modular [Seed = 2174221661] ------------------------------------- Errors: /bin/sh: line 1: 3533 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:07:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([9145,8,18290,-8,9145]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:07:38 on modular [Seed = 2643190139] ------------------------------------- Errors: /bin/sh: line 1: 3537 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:08:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([-959,-968,18026,9640,-85607]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:08:09 on modular [Seed = 2609768222] ------------------------------------- Errors: /bin/sh: line 1: 3543 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:09:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([-527,860,17984,-13736,-154844]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:08:44 on modular [Seed = 2458185266] ------------------------------------- Errors: /bin/sh: line 1: 3550 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:10:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18290,0,83631021,0]); f := P!Reverse([73,-52,18296,-6648,1146564]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:09:50 on modular [Seed = 2931347916] ------------------------------------- 4 Point [ 1, 1240, 1022, 2466 ] was singular mod 7307 and ignored at the #3 lift Point [ 1, 2811, 7067, 3993 ] was singular mod 7307 and ignored at the #1 lift Point [ 1, 6541, 6541, 4748 ] was singular mod 7307 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18290*x^2 + 83631021*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 27877012*x - 56642959100 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.030 seconds, Total memory usage: 18.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:10:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11870,0,35224221,0]); f := P!Reverse([357,-136,11882,-2312,98821]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:10:30 on modular [Seed = 2881344689] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 11870*x^2 + 35224221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 11741412*x - 15481683360 over Rational Field function(p) ... end function (-97488122058546476784340907998176235832222321430025506044/49333420563831047989\ 817417370176881347511620095065969 : -544955344702137464462957390071911991436805\ 599221149366802384341789684806431038240/109575091727288631073756078879355675175\ 08788267768697009186077007683354386140297 : 1) 124.25798648104512267309 Total time: 18.440 seconds, Total memory usage: 17.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:11:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11870,0,35224221,0]); f := P!Reverse([357,-136,11882,-2312,98821]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:10:50 on modular [Seed = 2813450369] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 11870*x^2 + 35224221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 11741412*x - 15481683360 over Rational Field function(p) ... end function (-97488122058546476784340907998176235832222321430025506044/49333420563831047989\ 817417370176881347511620095065969 : -544955344702137464462957390071911991436805\ 599221149366802384341789684806431038240/109575091727288631073756078879355675175\ 08788267768697009186077007683354386140297 : 1) 124.25798648104512267309 Total time: 18.570 seconds, Total memory usage: 17.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:11:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:11:37 on modular [Seed = 2746604662] ------------------------------------- Errors: /bin/sh: line 1: 3567 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:12:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,20); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:12:07 on modular [Seed = 3131884865] ------------------------------------- Errors: /bin/sh: line 1: 3574 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:13:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([73,146,2697,2624,23651]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,20); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:12:39 on modular [Seed = 3080833068] ------------------------------------- Errors: /bin/sh: line 1: 3579 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:13:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11870,0,35224221,0]); f := P!Reverse([357,-136,11882,-2312,98821]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:13:14 on modular [Seed = 1331245306] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 11870*x^2 + 35224221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 11741412*x - 15481683360 over Rational Field function(p) ... end function (-97488122058546476784340907998176235832222321430025506044/49333420563831047989\ 817417370176881347511620095065969 : -544955344702137464462957390071911991436805\ 599221149366802384341789684806431038240/109575091727288631073756078879355675175\ 08788267768697009186077007683354386140297 : 1) 124.25798648104512267309 Total time: 18.449 seconds, Total memory usage: 17.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:14:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([-53,-62,4241,2578,-84968]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:14:18 on modular [Seed = 1264399678] ------------------------------------- 4 Point [ 1, 410, 2998, 1076 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 3588 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:15:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([-53,-62,4241,2578,-84968]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:14:49 on modular [Seed = 1146239570] ------------------------------------- 4 Point [ 1, 2363, 3164, 337 ] was singular mod 4001 and ignored at the #1 lift Errors: /bin/sh: line 1: 3595 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:15:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([-53,-62,4241,2578,-84968]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:15:21 on modular [Seed = 1598628201] ------------------------------------- 4 Point [ 1, 172, 538, 1564 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17030*x^2 + 72505221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 24168412*x - 45723920480 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.629 seconds, Total memory usage: 6.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:16:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([-2003,-2004,3509,2004,-2003]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:16:05 on modular [Seed = 1531782577] ------------------------------------- Errors: /bin/sh: line 1: 3604 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:17:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([1525,-2308,18344,-13256,50020]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:16:47 on modular [Seed = 1413622484] ------------------------------------- 4 Point [ 1, 1681, 3458, 2623 ] was singular mod 5003 and ignored at the #3 lift Errors: /bin/sh: line 1: 3611 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:17:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([1525,-2308,18344,-13256,50020]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:17:18 on modular [Seed = 1702042564] ------------------------------------- 4 Point [ 1, 835, 330, 2020 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 1072, 2454, 2650 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 2502, 2338, 1928 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 2846, 576, 2206 ] was singular mod 3001 and ignored at the #1 lift Errors: /bin/sh: line 1: 3626 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:18:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17030,0,72505221,0]); f := P!Reverse([1525,-2308,18344,-13256,50020]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:17:51 on modular [Seed = 2120777534] ------------------------------------- 4 Point [ 1, 1045, 1751, 1362 ] was singular mod 2801 and ignored at the #1 lift Point [ 1, 2588, 1028, 839 ] was singular mod 2801 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17030*x^2 + 72505221*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 24168412*x - 45723920480 over Rational Field function(p) ... end function (-742262602901330774241559324138235871807463413293577898136/2616861315285652611\ 49217463388230005646117916807345225 : 15782144556613294359638768440849327719469\ 809453738023720180107912371450845391966288/133866238606178410875181731354175326\ 018569939729743726982664431975099113234109125 : 1) 124.41538444522198858521 Total time: 20.809 seconds, Total memory usage: 15.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:19:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17772,0,78960992,0]); f := P!Reverse([122,-48,4452,-888,40484]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:18:44 on modular [Seed = 2037348466] ------------------------------------- 4 Point [ 1, 131, 2602, 3793 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 802, 4841, 553 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17772*x^2 + 78960992*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1645021*x - 812091540 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.190 seconds, Total memory usage: 21.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:19:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17772,0,78960992,0]); f := P!Reverse([122,-48,4452,-888,40484]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:19:10 on modular [Seed = 1969452132] ------------------------------------- 4 Point [ 1, 1103, 6129, 5037 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 4182, 6671, 1205 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 5451, 5082, 3736 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17772*x^2 + 78960992*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1645021*x - 812091540 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.519 seconds, Total memory usage: 21.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:20:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17772,0,78960992,0]); f := P!Reverse([101,0,4440,0,48884]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:19:55 on modular [Seed = 1902604469] ------------------------------------- Errors: /bin/sh: line 1: 3646 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:20:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17772,0,78960992,0]); f := P!Reverse([-5,-9,1113,1122,-61100]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:20:31 on modular [Seed = 203034092] ------------------------------------- 4 Point [ 1, 337, 523, 747 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 1892, 2636, 1759 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17772*x^2 + 78960992*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1645021*x - 812091540 over Rational Field function(p) ... end function (7578001930992262046076298473359825965116972597554052041/4599340037368195145873\ 007651080980995829224244356100 : 9615569759796911852192403629486315895837066823\ 775549286474795500179235271980133411/311920040366830070909745573318436468837218\ 692077727417056353957931716404309000 : 1) 124.42845740489383388194 Total time: 16.949 seconds, Total memory usage: 7.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:21:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18950,0,89775621,0]); f := P!Reverse([9265,648,18962,648,9697]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:21:11 on modular [Seed = 85132434] ------------------------------------- Errors: /bin/sh: line 1: 3658 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:22:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18950,0,89775621,0]); f := P!Reverse([9265,648,18962,648,9697]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:21:47 on modular [Seed = 18284725] ------------------------------------- Errors: /bin/sh: line 1: 3662 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:22:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18950,0,89775621,0]); f := P!Reverse([9473,0,18962,0,9473]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:22:29 on modular [Seed = 487267703] ------------------------------------- Errors: /bin/sh: line 1: 3666 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:23:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18950,0,89775621,0]); f := P!Reverse([-1,2,4739,-4740,-5607423]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:22:58 on modular [Seed = 420419860] ------------------------------------- 4 Point [ 1, 718, 1619, 2845 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18950*x^2 + 89775621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 29925212*x - 62999188320 over Rational Field function(p) ... end function (3457281982768219550621039518381486330689160555522526965/3751822449869378562236\ 43616982155379994216626337321 : 48403976758930113630015271457415962857845156099\ 28524836125498250196471320953849640/7267138155753406735834835000989012045731533\ 022147312920479398925830550105131 : 1) 124.59228879627036690180 Total time: 15.060 seconds, Total memory usage: 12.11MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:23:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6550,0,10725621,0]); f := P!Reverse([353,136,6562,1224,30465]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:23:36 on modular [Seed = 319099700] ------------------------------------- 4 Point [ 1, 1446, 1042, 4354 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6550*x^2 + 10725621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 3575212*x - 2603140180 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.010 seconds, Total memory usage: 23.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:23:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6550,0,10725621,0]); f := P!Reverse([353,136,6562,1224,30465]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:23:37 on modular [Seed = 268832822] ------------------------------------- 4 Point [ 1, 1446, 1042, 4354 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6550*x^2 + 10725621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 3575212*x - 2603140180 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.859 seconds, Total memory usage: 23.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:25:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,6550,0,10725621,0]); f := P!Reverse([353,136,6562,1224,30465]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:24:50 on modular [Seed = 675162325] ------------------------------------- 4 Point [ 1, 2922, 984, 5420 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 3352, 2215, 5178 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 4532, 474, 5825 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 6550*x^2 + 10725621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 3575212*x - 2603140180 over Rational Field function(p) ... end function (-30160663021940237769889211926160299038057143613926643794/27589022325573520021\ 937680207294123882131192428802025 : -417200907476813871351745035742740399161923\ 928507649253307871057158229797938218096/458252102199616177209092070971941838841\ 7890288367082220208352499830400944091125 : 1) 124.79647932822219047466 Total time: 20.410 seconds, Total memory usage: 23.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:25:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10380,0,26936096,0]); f := P!Reverse([-673,-124,2592,248,-2492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:25:32 on modular [Seed = 590685104] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 10380*x^2 + 26936096*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 561169*x - 161803440 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.019 seconds, Total memory usage: 15.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:26:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10380,0,26936096,0]); f := P!Reverse([-673,-124,2592,248,-2492]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:25:56 on modular [Seed = 1059667844] ------------------------------------- 4 Point [ 1, 3818, 4267, 3109 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5516, 2182, 6849 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5906, 6148, 4 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10380*x^2 + 26936096*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 561169*x - 161803440 over Rational Field function(p) ... end function (2119036629835719226271854063442821276002851306103598177/1338298925286964300905\ 932978659723872495728176320481 : -264528099947626677371048386391853367080754566\ 7022179878079549617327086976635286840/48958679294965837005598853295849190522059\ 399476385396402863996467836618333871 : 1) 124.98547689079252620558 Total time: 18.370 seconds, Total memory usage: 15.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:26:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11926,0,35557365,0]); f := P!Reverse([5945,616,11938,616,5993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:26:34 on modular [Seed = 992819310] ------------------------------------- 4 Point [ 1, 914, 3540, 1838 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4361, 3097, 1399 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 11926*x^2 + 35557365*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 11852460*x - 15709756500 over Rational Field function(p) ... end function (-51032185609639173546107060472558807136019498546921343346/25695925648567257983\ 514539569229688250047828790943161 : -348658720546899297108426482615641707878137\ 42504301053094345330348960155234899120/4119043708761186722618997782732287357073\ 053263613824803955307761133851832292909 : 1) 125.024669204778675180023 Total time: 20.920 seconds, Total memory usage: 27.26MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:27:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10360,0,26832396,0]); f := P!Reverse([-815,56,10372,-336,-32892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:27:12 on modular [Seed = 874657595] ------------------------------------- 4 Point [ 1, 96, 3289, 2193 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2094, 4613, 3146 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 10360*x^2 + 26832396*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 8944137*x - 10298658825 over Rational Field function(p) ... end function (7888168128569391276846338274798794264959587197012669811/2109568625836527518909\ 953676127702872228733640798225 : 8960623973140016668814945419379181776262328551\ 735807408925941952723273010880768384/968925725486209031748009736263776167025247\ 16139216992663828310923831950410375 : 1) 125.19564119257611878310 Total time: 20.960 seconds, Total memory usage: 15.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:28:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:27:49 on modular [Seed = 807809818] ------------------------------------- 4 Errors: /bin/sh: line 1: 3711 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:28:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:28:19 on modular [Seed = 3436891904] ------------------------------------- 4 Errors: /bin/sh: line 1: 3715 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:29:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:28:50 on modular [Seed = 3370044197] ------------------------------------- 4 Point [ 1, 98, 683, 135 ] was singular mod 2003 and ignored at the #3 lift Errors: /bin/sh: line 1: 3719 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:29:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:29:21 on modular [Seed = 3285565517] ------------------------------------- 4 Errors: /bin/sh: line 1: 3724 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:30:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:29:50 on modular [Seed = 3754548302] ------------------------------------- 4 Point [ 1, 134, 316, 296 ] was singular mod 503 and ignored at the #3 lift Errors: /bin/sh: line 1: 3728 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:30:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([1385,-1238,3927,-1634,2410]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:30:25 on modular [Seed = 3619804569] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 14058*x^2 + 49406837*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16468951*x - 25724476470 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.879 seconds, Total memory usage: 16.32MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:31:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([89,178,3645,3556,35599]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:31:06 on modular [Seed = 3552956854] ------------------------------------- Errors: /bin/sh: line 1: 3740 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:32:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([-320,246,3447,-1338,-9515]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:31:45 on modular [Seed = 4026134001] ------------------------------------- Errors: /bin/sh: line 1: 3744 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:32:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14058,0,49406837,0]); f := P!Reverse([-1263,-1892,2457,2378,-1971]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:32:17 on modular [Seed = 3959286229] ------------------------------------- Errors: /bin/sh: line 1: 3748 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:33:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17722,0,78517317,0]); f := P!Reverse([2887,5592,8491,5604,2899]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:33:21 on modular [Seed = 3841123866] ------------------------------------- 4 Point [ 1, 2175, 2374, 3986 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4555, 2096, 4768 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 17722*x^2 + 78517317*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 26172444*x - 51545143584 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.869 seconds, Total memory usage: 5.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:34:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,17722,0,78517317,0]); f := P!Reverse([2887,5592,8491,5604,2899]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:33:52 on modular [Seed = 3774276223] ------------------------------------- 4 Point [ 1, 6338, 2999, 6740 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 6500, 5442, 1615 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 17722*x^2 + 78517317*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 26172444*x - 51545143584 over Rational Field function(p) ... end function (-178759299138501923694316445966267298345690396604497583560/6049471037877432235\ 8707790239790489683348698417441129 : 245945638898495289509069168616287698213561\ 1710779693212978808182111894215499229792/14879080820735028295227243912609993101\ 521285867526986042349460919774675521457867 : 1) 125.52985100428979592379 Total time: 20.390 seconds, Total memory usage: 5.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:34:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10702,0,28633197,0]); f := P!Reverse([565,72,10714,648,50661]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:34:34 on modular [Seed = 4243258953] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 10702*x^2 + 28633197*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 9544404*x - 11352519684 over Rational Field function(p) ... end function (-81157103696319910634692304394784893214611193277145692026/45504534440342903177\ 413870420061933427090315957628225 : 1374028639399092073275010920342083165419614\ 462666617434668380564313975076691692032/970693257842299985347984113758939118185\ 1639498511449921486003141014465141766625 : 1) 125.54212388079945128538 Total time: 19.250 seconds, Total memory usage: 27.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:35:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18150,0,82355621,0]); f := P!Reverse([8737,328,18162,328,9425]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:35:12 on modular [Seed = 4158780056] ------------------------------------- 4 Point [ 1, 2136, 2730, 1369 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3321, 514, 811 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4044, 2919, 2419 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18150*x^2 + 82355621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 27451879*x - 55361257050 over Rational Field function(p) ... end function (-107073837786922227450395316353253618797965967035777924559/3541421625418894350\ 0382513516667180332441181143060225 : -81806112398497580483806474348830834560700\ 9067829070240179854914268125399053688864/66644828148470285585950731846349356353\ 60210279826862336515912275110674734634625 : 1) 125.55550812202720578625 Total time: 15.689 seconds, Total memory usage: 18.18MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:36:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18878,0,89094717,0]); f := P!Reverse([9061,120,18890,120,9829]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:35:47 on modular [Seed = 4075091966] ------------------------------------- Errors: /bin/sh: line 1: 3773 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:36:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18878,0,89094717,0]); f := P!Reverse([-1,2,4721,-4722,-5564880]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:36:39 on modular [Seed = 2342358707] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 18878*x^2 + 89094717*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 29698244*x - 62283784416 over Rational Field function(p) ... end function (87712072761717131178740664655950652177221293185863835513/110615496336546194283\ 15044547022006079797040035922944 : -5212400281793724309063003251245295261718214\ 89118348428185521102125033298680345161395/1163386335652493707073658581914077370\ 343193985996377808337055536237634706767872 : 1) 125.67000529994921009802 Total time: 18.269 seconds, Total memory usage: 5.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:37:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([-251,362,4491,-3202,-20920]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:37:27 on modular [Seed = 2274460271] ------------------------------------- 4 Errors: /bin/sh: line 1: 3784 Killed nice -n 19 /usr/local/bin/magma '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:38:14 2004 Input: HadamardAutomorphismGroup(H) Output: Magma V2.11-6 Sun Sep 26 2004 18:38:14 on modular [Seed = 2659752711] ------------------------------------- >> HadamardAutomorphismGroup(H); ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:38:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([-251,362,4491,-3202,-20920]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:37:57 on modular [Seed = 2207614473] ------------------------------------- 4 Point [ 1, 1081, 69, 1409 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 1144, 1612, 1397 ] was singular mod 3001 and ignored at the #1 lift Errors: /bin/sh: line 1: 3788 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:38:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([-251,362,4491,-3202,-20920]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:38:30 on modular [Seed = 2559483185] ------------------------------------- 4 Point [ 1, 193, 215, 166 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 435, 789, 912 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 687, 61, 677 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 730, 901, 475 ] was singular mod 1009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18618*x^2 + 86657477*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28885831*x - 59755122630 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.129 seconds, Total memory usage: 7.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:39:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([-227,454,4317,-4544,-22699]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:39:38 on modular [Seed = 2441582068] ------------------------------------- Errors: /bin/sh: line 1: 3806 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:40:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([363,-172,4683,-1112,14991]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:40:10 on modular [Seed = 2897914025] ------------------------------------- 4 Point [ 1, 149, 36, 925 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 919, 211, 859 ] was singular mod 1009 and ignored at the #1 lift Errors: /bin/sh: line 1: 3811 Killed nice -n 19 /usr/local/bin/magma '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:41:05 2004 Input: S := [ 47758915483058652629300889924143904114798786457834842901517979108472281628672, 52517743516350345514775635367035460577743730272737765852723792818755052170805, 69809270372633075610047556428719374057869882804054059134346034969950931648512, 7209801227548712796135507135820555403251560090614832684136782016680445345792 ]; T := [ HadamardMatrixFromInteger(x, 16) : x in S ]; HadamardAutomorphismGroup(H) Output: Magma V2.11-6 Sun Sep 26 2004 18:41:05 on modular [Seed = 2780012907] ------------------------------------- >> HadamardAutomorphismGroup(H); ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:41:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18618,0,86657477,0]); f := P!Reverse([41,82,4719,4678,133210]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:40:46 on modular [Seed = 2831068297] ------------------------------------- Errors: /bin/sh: line 1: 3815 Killed nice -n 19 /usr/local/bin/magma '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:41:23 2004 Input: S := [ 47758915483058652629300889924143904114798786457834842901517979108472281628672, 52517743516350345514775635367035460577743730272737765852723792818755052170805, 69809270372633075610047556428719374057869882804054059134346034969950931648512, 7209801227548712796135507135820555403251560090614832684136782016680445345792 ]; T := [ HadamardMatrixFromInteger(x, 16) : x in S ]; HadamardAutomorphismGroup(T) Output: Magma V2.11-6 Sun Sep 26 2004 18:41:23 on modular [Seed = 3215571811] ------------------------------------- >> HadamardAutomorphismGroup(T); ^ Runtime error in 'HadamardAutomorphismGroup': Bad argument types Argument types given: SeqEnum[AlgMatElt] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:41:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([-931,-160,19530,1760,-102179]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:41:39 on modular [Seed = 3131883094] ------------------------------------- 4 Point [ 1, 260, 1975, 4197 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 760, 3687, 470 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 867, 2979, 1556 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2682, 1902, 2128 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3689, 3057, 2897 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19518*x^2 + 95238077*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31746031*x - 68846524530 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.599 seconds, Total memory usage: 17.49MB '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:41:59 2004 Input: S := [ 47758915483058652629300889924143904114798786457834842901517979108472281628672, 52517743516350345514775635367035460577743730272737765852723792818755052170805, 69809270372633075610047556428719374057869882804054059134346034969950931648512, 7209801227548712796135507135820555403251560090614832684136782016680445345792 ]; T := [ HadamardMatrixFromInteger(x, 16) : x in S ]; IsHadamard(T) Output: Magma V2.11-6 Sun Sep 26 2004 18:41:59 on modular [Seed = 3063984718] ------------------------------------- >> IsHadamard(T) ; ^ Runtime error in 'IsHadamard': Bad argument types Argument types given: SeqEnum[AlgMatElt] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:42:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([-931,-160,19530,1760,-102179]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:42:05 on modular [Seed = 1331252156] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 19518*x^2 + 95238077*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31746031*x - 68846524530 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.809 seconds, Total memory usage: 17.40MB '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:42:47 2004 Input: T := HadamardMatrixFromInteger(1, 16) IsHadamard(T) Output: Magma V2.11-6 Sun Sep 26 2004 18:42:47 on modular [Seed = 1196508142] ------------------------------------- >> IsHadamard(T) ; ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:42:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([-931,-160,19530,1760,-102179]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:42:33 on modular [Seed = 1214139615] ------------------------------------- 4 Point [ 1, 6294, 1990, 3254 ] was singular mod 7411 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 19518*x^2 + 95238077*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31746031*x - 68846524530 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.670 seconds, Total memory usage: 17.40MB '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:43:04 2004 Input: T := HadamardMatrixFromInteger(1, 16); IsHadamard(T) ; Output: Magma V2.11-6 Sun Sep 26 2004 18:43:04 on modular [Seed = 1096238583] ------------------------------------- false Total time: 0.180 seconds, Total memory usage: 3.51MB '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:43:17 2004 Input: T := HadamardMatrixFromInteger(16); IsHadamard(T) ; Output: Magma V2.11-6 Sun Sep 26 2004 18:43:17 on modular [Seed = 1498373650] ------------------------------------- >> T := HadamardMatrixFromInteger(16); ^ Runtime error in 'HadamardMatrixFromInteger': Bad argument types Argument types given: RngIntElt >> IsHadamard(T) ;; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:43:32 2004 Input: T := HadamardMatrix(16); IsHadamard(T) ; Output: Magma V2.11-6 Sun Sep 26 2004 18:43:32 on modular [Seed = 1380209928] ------------------------------------- >> T := HadamardMatrix(16); ^ User error: Identifier 'HadamardMatrix' has not been declared or assigned >> IsHadamard(T) ;; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:43:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([11,22,4899,4888,542125]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:43:12 on modular [Seed = 1514954004] ------------------------------------- Errors: /bin/sh: line 1: 3860 Killed nice -n 19 /usr/local/bin/magma '67.81.1' ************** MAGMA ***************** Host 67.81.107.186 (67.81.107.186) Time: Sun Sep 26 18:44:02 2004 Input: T := [1 , 1 , 1, -1]; IsHadamard(T) ; Output: Magma V2.11-6 Sun Sep 26 2004 18:44:02 on modular [Seed = 1769958933] ------------------------------------- >> IsHadamard(T) ;; ^ Runtime error in 'IsHadamard': Bad argument types Argument types given: SeqEnum[RngIntElt] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:44:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([-887,0,19530,0,-107327]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:43:46 on modular [Seed = 1819962112] ------------------------------------- Errors: /bin/sh: line 1: 3874 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:44:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19518,0,95238077,0]); f := P!Reverse([1287,2186,6273,4534,5544]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:44:19 on modular [Seed = 1668637806] ------------------------------------- Errors: /bin/sh: line 1: 3885 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:45:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14832,0,54997052,0]); f := P!Reverse([353,-8,14844,-176,155716]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:45:14 on modular [Seed = 2087353160] ------------------------------------- 4 Point [ 1, 201, 4267, 4865 ] was singular mod 5003 and ignored at the #3 lift Errors: /bin/sh: line 1: 3890 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:46:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14832,0,54997052,0]); f := P!Reverse([-84,86,3678,-1892,-40656]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:46:02 on modular [Seed = 2020507549] ------------------------------------- 4 Errors: /bin/sh: line 1: 3894 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:47:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14832,0,54997052,0]); f := P!Reverse([-22,44,3678,-3700,-155231]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:46:42 on modular [Seed = 1952609256] ------------------------------------- 4 Point [ 1, 3207, 1730, 1939 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 3898 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:47:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14832,0,54997052,0]); f := P!Reverse([337,0,14844,0,163108]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:47:33 on modular [Seed = 1885763131] ------------------------------------- Errors: /bin/sh: line 1: 3902 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:48:25 2004 Input: E := EllipticCurve([0,15952,0,63616572,0]); f := P!Reverse([145,88,15964,4752,439236]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:48:25 on modular [Seed = 203033211] ------------------------------------- >> f := P!Reverse([145,88,15964,4752,439236]); ^ User error: Identifier 'P' has not been declared or assigned >> S := FourDescent(f); ^ User error: Identifier 'f' has not been declared or assigned >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,5000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 + 15952*x^2 + 63616572*x over Rational Field >> AssociatedEC(f); ^ User error: Identifier 'f' has not been declared or assigned >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:48:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15952,0,63616572,0]); f := P!Reverse([145,88,15964,4752,439236]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:48:37 on modular [Seed = 136187395] ------------------------------------- 4 Errors: /bin/sh: line 1: 3910 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:49:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15952,0,63616572,0]); f := P!Reverse([-60,54,4000,-1574,-65780]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:49:20 on modular [Seed = 51709245] ------------------------------------- 4 Point [ 1, 1142, 4750, 2398 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1990, 303, 676 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3985, 264, 1762 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15952*x^2 + 63616572*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 21205529*x - 37592662809 over Rational Field function(p) ... end function (234367989521947083624746281108352828349840879691561888429/32027991490702948421\ 224083024626185448007492920102500 : 2557743828857776959293719507706584123098678\ 950091794162604243474845612425785046831533/573184656979166008073707261521835047\ 7424817057535531051995908034740093917375000 : 1) 126.23570337463777946140 Total time: 14.050 seconds, Total memory usage: 17.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:50:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,15790,0,62331021,0]); f := P!Reverse([853,184,15802,1656,73125]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:49:55 on modular [Seed = 520690114] ------------------------------------- 4 Point [ 1, 1761, 2214, 1172 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2346, 4757, 1301 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 15790*x^2 + 62331021*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 20777012*x - 36459011460 over Rational Field function(p) ... end function (-653561931512878037622808310220353984626750805015488350266/2484715269946402620\ 86084218172185324885329209395188025 : -1209763536296789196787367993632491625649\ 1773604458284905855608189359464672413663952/12385539920781435385675614266404369\ 4280069803859916125239721043101387449311446125 : 1) 126.33544235539488909125 Total time: 16.219 seconds, Total memory usage: 33.42MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:50:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7050,0,12425621,0]); f := P!Reverse([-303,514,1449,-1384,-2253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:50:27 on modular [Seed = 403578597] ------------------------------------- 4 Point [ 1, 1132, 4154, 2906 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1738, 1747, 1830 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 7050*x^2 + 12425621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4141879*x - 3244459350 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.769 seconds, Total memory usage: 7.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:51:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,7050,0,12425621,0]); f := P!Reverse([-303,514,1449,-1384,-2253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:50:53 on modular [Seed = 335680151] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 7050*x^2 + 12425621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 4141879*x - 3244459350 over Rational Field function(p) ... end function (40688432812427011662875477067596344683947315024429514043/167798378341264956162\ 78022104231720355106226852829809 : -6769141801159655132316891188641857672978145\ 6760149468048348293747368315985989016800/21736100779503240536354956443065239478\ 07836160330877556053565369558294872260873 : 1) 126.46504062263640832952 Total time: 20.120 seconds, Total memory usage: 7.87MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:51:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14618,0,53421477,0]); f := P!Reverse([793,-1312,4469,-3254,4861]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:51:31 on modular [Seed = 268834477] ------------------------------------- 4 Errors: /bin/sh: line 1: 3934 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:52:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14618,0,53421477,0]); f := P!Reverse([793,-1312,4469,-3254,4861]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:52:04 on modular [Seed = 742008182] ------------------------------------- 4 Point [ 1, 66, 2361, 35 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 862, 1529, 2720 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 1505, 506, 274 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 14618*x^2 + 53421477*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 17807164*x - 28916830316 over Rational Field function(p) ... end function (-221584850422162590021628258244812630020530456770953421475/9092898217681538219\ 1610075679646301331475709155810721 : 418683668260397839921301811901636950994253\ 8868129359864544703733767376905240231018/27419118890738707138001618141250883134\ 237514158715798720873806428608455590838769 : 1) 126.53425200811280149082 Total time: 20.960 seconds, Total memory usage: 6.09MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:53:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18734,0,87740685,0]); f := P!Reverse([1949,-96,18746,-480,45005]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:52:46 on modular [Seed = 657534551] ------------------------------------- 4 Point [ 1, 148, 2250, 90 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 148, 3636, 682 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1312, 4619, 2455 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1312, 1655, 2835 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18734*x^2 + 87740685*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 29246900*x - 60869265600 over Rational Field function(p) ... end function (-782904377992684383625807078510964821090215581983092561200/2508999250844341000\ 30559654075689157399686183897799361 : 14349235931970372324009898939486418593651\ 586728034291297756035582877487559189874080/125675550848275812819104356982879316\ 923647306182157733799967385544451821470596641 : 1) 126.72456280579478971048 Total time: 16.949 seconds, Total memory usage: 14.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:54:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,250); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:53:44 on modular [Seed = 557262871] ------------------------------------- Errors: /bin/sh: line 1: 3951 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:54:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-288,-358,2427,1582,-5571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,250); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:54:24 on modular [Seed = 1026241747] ------------------------------------- Errors: /bin/sh: line 1: 3955 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:55:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([-2759,344,11820,-688,-12604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:55:19 on modular [Seed = 891501740] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 11808*x^2 + 34857212*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 11619076*x - 15244206720 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.320 seconds, Total memory usage: 31.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:56:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([-2759,344,11820,-688,-12604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:55:45 on modular [Seed = 824653966] ------------------------------------- 4 Point [ 1, 1084, 3292, 2086 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 1097, 3584, 5690 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 1246, 700, 367 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 4645, 6486, 6367 ] was singular mod 7001 and ignored at the #1 lift Errors: /bin/sh: line 1: 3967 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:56:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([-2759,344,11820,-688,-12604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:56:18 on modular [Seed = 3453732241] ------------------------------------- 4 Point [ 1, 3287, 2844, 6436 ] was singular mod 6521 and ignored at the #1 lift Point [ 1, 6288, 2545, 4778 ] was singular mod 6521 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 11808*x^2 + 34857212*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 11619076*x - 15244206720 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.269 seconds, Total memory usage: 31.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:57:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([1200,-586,3060,-734,1860]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:56:50 on modular [Seed = 3386884533] ------------------------------------- Errors: /bin/sh: line 1: 3975 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:57:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([2,4,2958,2956,1089289]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 18:57:30 on modular [Seed = 3318992337] ------------------------------------- 4 Errors: /bin/sh: line 1: 3979 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:58:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,11808,0,34857212,0]); f := P!Reverse([2,4,2958,2956,1089289]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:58:09 on modular [Seed = 3737703953] ------------------------------------- 4 Point [ 1, 2973, 4385, 2123 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3738, 4872, 4441 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3999, 3121, 1384 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 11808*x^2 + 34857212*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 11619076*x - 15244206720 over Rational Field function(p) ... end function (-30235899306024240335207101330887641446991353829128201296096/15348984422721959\ 753535157177372657431562912327216284481 : 2944960220896876178981409636834554802347426036764645437449775089461671345377053\ 344240/601339134259795936972660853295620872029379517195580022815969348741031464\ 73233980129 : 1) 127.41720909652933357847 Total time: 20.390 seconds, Total memory usage: 12.34MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:59:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18936,0,89643020,0]); f := P!Reverse([-951,-248,18924,2480,-94140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:58:52 on modular [Seed = 3654275387] ------------------------------------- 4 Point [ 1, 824, 4307, 872 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18936*x^2 + 89643020*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29881012*x - 62869615584 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.489 seconds, Total memory usage: 24.40MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 18:59:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18936,0,89643020,0]); f := P!Reverse([-951,-248,18924,2480,-94140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:59:19 on modular [Seed = 3536116315] ------------------------------------- 4 Point [ 1, 5672, 3778, 4918 ] was singular mod 6521 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18936*x^2 + 89643020*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29881012*x - 62869615584 over Rational Field function(p) ... end function (131110595826429424827309524861429528698599318384840179602/26805854528928000214\ 22085152255853562349042625591201 : -1491451556509545214496129651334299306182164\ 532436053827848227715250618861206120675320/138785624711363131404559970199240958\ 303076134567387428456900888583919199426801 : 1) 127.43372531065659813975 Total time: 20.559 seconds, Total memory usage: 24.40MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:00:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,16442,0,67584837,0]); f := P!Reverse([157,-144,4163,-1896,27109]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 18:59:59 on modular [Seed = 4026132305] ------------------------------------- 4 Point [ 1, 1261, 4306, 3440 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4643, 860, 3248 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4914, 4002, 3743 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 16442*x^2 + 67584837*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 22528284*x - 41149133676 over Rational Field function(p) ... end function (-603477960430699817038082655641662596525077300425400548131/2201146127199893182\ 25417549023244921012237430786498049 : 10538607022306830758997974707703592432583\ 309329977438574914667812782199333876466810/103269794413748570073873640396743324\ 341892809791086708465087299997430385527270657 : 1) 127.47715326796560475486 Total time: 14.199 seconds, Total memory usage: 5.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:00:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8280,0,17139596,0]); f := P!Reverse([5,-6,2070,-1266,214625]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:00:30 on modular [Seed = 3909018536] ------------------------------------- 4 Point [ 1, 660, 52, 4325 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 920, 2739, 733 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2958, 481, 4484 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 8280*x^2 + 17139596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 5713204*x - 5256132960 over Rational Field function(p) ... end function (-1185962145482732002490550506595448370344932465280724062531/858182134962477923\ 652772190492712037244094426321480625 : 2342210562662908172696219289814798728277\ 6983137351660446777414300693955392129372047/79500379936278850043814906759524520\ 3940333276969391625631787053562086399751515625 : 1) 127.57204439999414091744 Total time: 12.519 seconds, Total memory usage: 18.44MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:01:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([3229,-616,-18638,1848,26853]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:01:02 on modular [Seed = 3841126276] ------------------------------------- Errors: /bin/sh: line 1: 4010 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:02:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([3109,0,-18638,0,27981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:01:39 on modular [Seed = 4293522658] ------------------------------------- Errors: /bin/sh: line 1: 4017 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:02:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([3,6,-4655,-4658,1811188]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:02:11 on modular [Seed = 4226674886] ------------------------------------- 4 Point [ 1, 466, 3174, 3821 ] was singular mod 5003 and ignored at the #3 lift Errors: /bin/sh: line 1: 4021 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:03:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([3,6,-4655,-4658,1811188]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:02:49 on modular [Seed = 4158782496] ------------------------------------- Errors: /bin/sh: line 1: 4025 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:04:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([3,6,-4655,-4658,1811188]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:03:56 on modular [Seed = 4091934817] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 18650*x^2 + 86955621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 28985212*x + 60054106220 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.320 seconds, Total memory usage: 6.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:04:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([705,-1376,-3665,4254,6615]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:04:32 on modular [Seed = 2325512388] ------------------------------------- 4 Point [ 1, 2690, 1985, 645 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18650*x^2 + 86955621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 28985212*x + 60054106220 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.949 seconds, Total memory usage: 14.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:05:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([705,-1376,-3665,4254,6615]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:05:01 on modular [Seed = 2257620181] ------------------------------------- 4 Errors: /bin/sh: line 1: 4040 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:05:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18650,0,86955621,0]); f := P!Reverse([705,-1376,-3665,4254,6615]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:05:32 on modular [Seed = 2207615473] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 18650*x^2 + 86955621*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 28985212*x + 60054106220 over Rational Field function(p) ... end function (6780930625537218268331464025594201891016822809969735338291/2003731238892861585\ 739891636005167555346313075654731225 : -767462771120732390774286220716199035762\ 89155629948950882816799372301549764449802541586/2836345968235052351158168569960\ 040638902433128622762555744390932738394259225867875 : 1) 127.78448562670359933690 Total time: 20.609 seconds, Total memory usage: 14.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:07:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:07:05 on modular [Seed = 2676593992] ------------------------------------- 4 Point [ 1, 2386, 4362, 2915 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 4049 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:07:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:07:36 on modular [Seed = 2525011040] ------------------------------------- 4 Point [ 1, 2034, 768, 3307 ] was singular mod 4001 and ignored at the #3 lift Errors: /bin/sh: line 1: 4056 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:08:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:08:08 on modular [Seed = 2424740358] ------------------------------------- 4 Point [ 1, 839, 1425, 1154 ] was singular mod 2003 and ignored at the #3 lift Point [ 1, 1088, 1242, 377 ] was singular mod 2003 and ignored at the #1 lift Point [ 1, 1485, 1047, 564 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.250 seconds, Total memory usage: 5.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:08:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:08:38 on modular [Seed = 2897913364] ------------------------------------- 4 Point [ 1, 29, 2051, 89 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 129, 1027, 79 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 2327, 1298, 593 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.199 seconds, Total memory usage: 5.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:09:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2700); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:09:07 on modular [Seed = 2831066613] ------------------------------------- 4 Point [ 1, 621, 1824, 1755 ] was singular mod 2707 and ignored at the #1 lift Point [ 1, 1385, 350, 1562 ] was singular mod 2707 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.489 seconds, Total memory usage: 5.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:09:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2797,-424,-16718,1272,24981]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:09:36 on modular [Seed = 2763172314] ------------------------------------- 4 Point [ 1, 568, 1727, 1253 ] was singular mod 2903 and ignored at the #1 lift Point [ 1, 772, 1235, 2447 ] was singular mod 2903 and ignored at the #3 lift Point [ 1, 793, 2310, 720 ] was singular mod 2903 and ignored at the #1 lift Point [ 1, 1104, 2272, 593 ] was singular mod 2903 and ignored at the #1 lift Point [ 1, 1312, 1881, 2225 ] was singular mod 2903 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.370 seconds, Total memory usage: 5.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:10:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([5,4,-5021,21642,750375]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:10:12 on modular [Seed = 2713169083] ------------------------------------- Errors: /bin/sh: line 1: 4079 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:11:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([3,6,-4175,-4178,1457428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:10:49 on modular [Seed = 3098457487] ------------------------------------- 4 Point [ 1, 62, 2321, 659 ] was singular mod 2903 and ignored at the #3 lift Errors: /bin/sh: line 1: 4086 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:11:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([3,6,-4175,-4178,1457428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:11:21 on modular [Seed = 3047405666] ------------------------------------- 4 Point [ 1, 621, 1387, 1536 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.230 seconds, Total memory usage: 6.45MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:12:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([3,6,-4175,-4178,1457428]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:11:54 on modular [Seed = 2980559941] ------------------------------------- 4 Point [ 1, 140, 864, 1693 ] was singular mod 2309 and ignored at the #1 lift Point [ 1, 240, 390, 185 ] was singular mod 2309 and ignored at the #1 lift Point [ 1, 2186, 1645, 2051 ] was singular mod 2309 and ignored at the #3 lift Point [ 1, 2202, 2024, 248 ] was singular mod 2309 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 16730*x^2 + 69973221*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 23324412*x + 43349686380 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.469 seconds, Total memory usage: 6.45MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:12:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-16730,0,69973221,0]); f := P!Reverse([2789,0,-16718,0,25101]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:12:26 on modular [Seed = 1380212697] ------------------------------------- Errors: /bin/sh: line 1: 4099 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:13:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([2011,3904,5977,3966,2073]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:13:00 on modular [Seed = 1447058427] ------------------------------------- 4 Errors: /bin/sh: line 1: 4103 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:13:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([2011,3904,5977,3966,2073]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:13:30 on modular [Seed = 1514952209] ------------------------------------- 4 Point [ 1, 476, 506, 1958 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 675, 2378, 2313 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 699, 1652, 2990 ] was singular mod 3001 and ignored at the #1 lift Errors: /bin/sh: line 1: 4107 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:14:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([2011,3904,5977,3966,2073]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:14:07 on modular [Seed = 1129664301] ------------------------------------- 4 Errors: /bin/sh: line 1: 4114 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:15:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([2090,4178,6265,4178,2090]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:14:44 on modular [Seed = 1196510066] ------------------------------------- Errors: /bin/sh: line 1: 4118 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:15:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([-16,-10,3325,3610,-146544]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:15:34 on modular [Seed = 1247561357] ------------------------------------- Errors: /bin/sh: line 1: 4123 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:16:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([-3,6,3133,-3136,-817451]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:16:25 on modular [Seed = 1314407126] ------------------------------------- 4 Point [ 1, 2021, 751, 420 ] was singular mod 2903 and ignored at the #3 lift Errors: /bin/sh: line 1: 4127 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:17:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([-3,6,3133,-3136,-817451]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:16:56 on modular [Seed = 2002877390] ------------------------------------- 4 Point [ 1, 233, 1931, 156 ] was singular mod 2411 and ignored at the #1 lift Point [ 1, 1216, 945, 1512 ] was singular mod 2411 and ignored at the #3 lift Point [ 1, 1891, 157, 1088 ] was singular mod 2411 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 12538*x^2 + 39300357*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 13100124*x - 18254273184 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.560 seconds, Total memory usage: 7.06MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:17:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([-3,6,3133,-3136,-817451]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:17:25 on modular [Seed = 2104193577] ------------------------------------- Errors: /bin/sh: line 1: 4140 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:18:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,12538,0,39300357,0]); f := P!Reverse([-3,6,3133,-3136,-817451]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2450); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:17:56 on modular [Seed = 1635216916] ------------------------------------- 4 Point [ 1, 727, 930, 2455 ] was singular mod 2459 and ignored at the #1 lift Point [ 1, 2162, 2141, 907 ] was singular mod 2459 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 12538*x^2 + 39300357*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 13100124*x - 18254273184 over Rational Field function(p) ... end function (5268916695908919949221203612301675281826063711892493379963/6081764943810190146\ 97694045774112272635002413070034249 : 34154530441423361869829354901180173435112\ 0945994368045809457281485722290571130685492700/47429052244397530151848035433976\ 5605879297334310986971867055608336721030165210693 : 1) 128.20413659459654809325 Total time: 13.050 seconds, Total memory usage: 7.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:19:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:18:55 on modular [Seed = 1702062699] ------------------------------------- 4 Errors: /bin/sh: line 1: 4148 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:19:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2450); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:19:29 on modular [Seed = 1769957049] ------------------------------------- 4 Errors: /bin/sh: line 1: 4152 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:20:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:19:59 on modular [Seed = 1853383072] ------------------------------------- 4 Point [ 1, 1113, 712, 556 ] was singular mod 2203 and ignored at the #1 lift Errors: /bin/sh: line 1: 4159 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:20:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:20:29 on modular [Seed = 352525049] ------------------------------------- 4 Point [ 1, 984, 773, 1628 ] was singular mod 2003 and ignored at the #3 lift Errors: /bin/sh: line 1: 4164 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:21:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:21:15 on modular [Seed = 420419235] ------------------------------------- 4 Point [ 1, 4, 354, 186 ] was singular mod 1601 and ignored at the #1 lift Point [ 1, 809, 467, 1144 ] was singular mod 1601 and ignored at the #1 lift Errors: /bin/sh: line 1: 4168 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:22:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([2269,296,4794,296,2525]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:21:54 on modular [Seed = 487265118] ------------------------------------- 4 Point [ 1, 89, 181, 132 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 712, 165, 727 ] was singular mod 1009 and ignored at the #3 lift Point [ 1, 884, 49, 68 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 4782*x^2 + 5716877*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1905631*x - 1012516770 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.690 seconds, Total memory usage: 5.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:22:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([-255,-164,1167,362,-1365]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:22:45 on modular [Seed = 34868246] ------------------------------------- 4 Point [ 1, 654, 265, 702 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 4782*x^2 + 5716877*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1905631*x - 1012516770 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.419 seconds, Total memory usage: 6.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:23:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,4782,0,5716877,0]); f := P!Reverse([-255,-164,1167,362,-1365]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:23:05 on modular [Seed = 136185344] ------------------------------------- 4 Point [ 1, 1403, 1014, 474 ] was singular mod 4001 and ignored at the #1 lift Point [ 1, 2660, 153, 70 ] was singular mod 4001 and ignored at the #1 lift Point [ 1, 2784, 924, 860 ] was singular mod 4001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 4782*x^2 + 5716877*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1905631*x - 1012516770 over Rational Field function(p) ... end function (1901921881050781135679589326462904166349096667044123710426/1154574317899932645\ 214079503878867531591014897255780625 : 2213705772686922275715071910610323679795\ 0800085756925282824663142353617293671817583424/12406030352648785376952591237223\ 46198670347051815784608561979360418468176297765625 : 1) 128.39552241804955201587 Total time: 16.850 seconds, Total memory usage: 6.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:24:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,19480,0,94867596,0]); f := P!Reverse([-1535,296,19492,-1776,-61692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:23:44 on modular [Seed = 203031261] ------------------------------------- 4 Point [ 1, 819, 4620, 3169 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 19480*x^2 + 94867596*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 31622537*x - 68455731465 over Rational Field function(p) ... end function (374767447628928124077294355736704444754914922880443633611/16814708867667695048\ 02651289167165224188160511129225 : 72527740473285663551951173253858896166429824\ 86866603288047013351593739734024265748816/6894996156411970311947554339090887532\ 3627110308183953676930055831363934569125 : 1) 128.41668395951660386344 Total time: 18.460 seconds, Total memory usage: 15.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:24:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,14006,0,49042005,0]); f := P!Reverse([-1395,2640,1631,-2726,-1481]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:24:24 on modular [Seed = 807812809] ------------------------------------- 4 Point [ 1, 150, 4146, 1123 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3312, 1644, 2837 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14006*x^2 + 49042005*x over Rational Field Elliptic Curve defined by y^2 = x^3 - x^2 - 16347340*x - 25434620288 over Rational Field function(p) ... end function (144551840234510602420126922451211812758383906051962003669/15209228891616157561\ 82958092640671004941183698203001 : 17363343981124887324329129355734995148931666\ 71438607354862292731330516326553392516400/5931448907312886442081763940573861478\ 2148023432820364219055275563597999320499 : 1) 128.53277509001372891361 Total time: 18.440 seconds, Total memory usage: 30.88MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:25:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([2899,-5782,8863,-5964,3081]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:25:06 on modular [Seed = 874658487] ------------------------------------- 4 Point [ 1, 4255, 3951, 339 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.179 seconds, Total memory usage: 9.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:25:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([2899,-5782,8863,-5964,3081]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:25:30 on modular [Seed = 992818560] ------------------------------------- 4 Point [ 1, 4711, 938, 1615 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.410 seconds, Total memory usage: 9.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:26:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([3024,6046,9067,6046,3024]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:26:17 on modular [Seed = 540422504] ------------------------------------- Errors: /bin/sh: line 1: 4209 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:27:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3,0,18154,0,-27415587]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:26:59 on modular [Seed = 607270198] ------------------------------------- 4 Point [ 1, 1740, 4257, 5970 ] was singular mod 7001 and ignored at the #1 lift Errors: /bin/sh: line 1: 4213 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:27:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3,0,18154,0,-27415587]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:27:33 on modular [Seed = 675166492] ------------------------------------- Errors: /bin/sh: line 1: 4217 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:29:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3007,1520,17866,-4560,-27063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:28:47 on modular [Seed = 3519529007] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.140 seconds, Total memory usage: 25.99MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:29:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3007,1520,17866,-4560,-27063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:29:17 on modular [Seed = 3569534280] ------------------------------------- 4 Point [ 1, 1706, 2007, 4964 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4132, 3209, 3316 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.140 seconds, Total memory usage: 25.99MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:30:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3007,1520,17866,-4560,-27063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:29:46 on modular [Seed = 3637430627] ------------------------------------- 4 Point [ 1, 2739, 3466, 900 ] was singular mod 6421 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.969 seconds, Total memory usage: 25.99MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:30:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,18142,0,82283037,0]); f := P!Reverse([-3007,1520,17866,-4560,-27063]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:30:14 on modular [Seed = 3754545032] ------------------------------------- 4 Point [ 1, 1717, 5687, 589 ] was singular mod 6521 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 18142*x^2 + 82283037*x over Rational Field Elliptic Curve defined by y^2 = x^3 + x^2 - 27427684*x - 55297226884 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.219 seconds, Total memory usage: 25.99MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:31:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([-207,-410,1149,1340,-2193]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:30:55 on modular [Seed = 3285570493] ------------------------------------- 4 Point [ 1, 622, 4917, 3989 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 5802*x^2 + 8415797*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2805271*x - 1808454390 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.410 seconds, Total memory usage: 7.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:31:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([-207,-410,1149,1340,-2193]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:31:21 on modular [Seed = 3352418271] ------------------------------------- 4 Point [ 1, 1097, 5552, 926 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4137, 2227, 1552 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 5802*x^2 + 8415797*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2805271*x - 1808454390 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.449 seconds, Total memory usage: 7.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:32:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([-207,-410,1149,1340,-2193]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:31:50 on modular [Seed = 3436895483] ------------------------------------- 4 Point [ 1, 775, 5951, 839 ] was singular mod 6421 and ignored at the #1 lift Point [ 1, 2962, 129, 5402 ] was singular mod 6421 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 5802*x^2 + 8415797*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2805271*x - 1808454390 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.199 seconds, Total memory usage: 7.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:33:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([56,54,1473,702,9464]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:32:50 on modular [Seed = 4041662467] ------------------------------------- 4 Point [ 1, 154, 3783, 4938 ] was singular mod 6421 and ignored at the #1 lift Point [ 1, 1733, 3921, 671 ] was singular mod 6421 and ignored at the #3 lift Point [ 1, 4128, 646, 3098 ] was singular mod 6421 and ignored at the #1 lift Errors: /bin/sh: line 1: 4257 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:33:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([56,54,1473,702,9464]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:33:22 on modular [Seed = 4108510311] ------------------------------------- 4 Point [ 1, 1995, 1720, 3453 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3952, 1720, 339 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 4261 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:34:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,5802,0,8415797,0]); f := P!Reverse([56,54,1473,702,9464]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:33:51 on modular [Seed = 4176406646] ------------------------------------- 4 Point [ 1, 3968, 2670, 1290 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 5802*x^2 + 8415797*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2805271*x - 1808454390 over Rational Field function(p) ... end function (-11684406644766619248158294985001489437756781343908319209967/12101595513184047\ 305547076244185326626031299800789339024 : -306464150970601054299278070639690392025429953856756718792484553204611251487013\ 2291847/42098240933172409321809275619342236597362165879602179758375803582812968\ 966864743232 : 1) 128.80864490647874731621 Total time: 20.449 seconds, Total memory usage: 20.63MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:34:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8538,0,18224357,0]); f := P!Reverse([-944,-958,1773,1022,-1072]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:34:38 on modular [Seed = 4243255203] ------------------------------------- Errors: /bin/sh: line 1: 4269 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:35:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8538,0,18224357,0]); f := P!Reverse([-251,502,1761,-2012,-4015]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:35:21 on modular [Seed = 3841128332] ------------------------------------- Errors: /bin/sh: line 1: 4277 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:36:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8538,0,18224357,0]); f := P!Reverse([819,-124,2139,-164,1395]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:35:52 on modular [Seed = 3909024737] ------------------------------------- Errors: /bin/sh: line 1: 4281 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:36:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,8538,0,18224357,0]); f := P!Reverse([17,34,2163,2146,67474]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:36:25 on modular [Seed = 3975872452] ------------------------------------- Errors: /bin/sh: line 1: 4285 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:37:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9120,0,20793596,0]); f := P!Reverse([-2143,104,9132,-208,-9692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:37:17 on modular [Seed = 2424734575] ------------------------------------- 4 Point [ 1, 1427, 3570, 2547 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2103, 1924, 3316 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 2770, 1810, 4719 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4010, 441, 4868 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9120*x^2 + 20793596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6931204*x - 7023603840 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.609 seconds, Total memory usage: 8.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:38:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9120,0,20793596,0]); f := P!Reverse([-2143,104,9132,-208,-9692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:37:42 on modular [Seed = 2491582211] ------------------------------------- 4 Point [ 1, 1460, 1821, 6042 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 4233, 6977, 4040 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9120*x^2 + 20793596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6931204*x - 7023603840 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.070 seconds, Total memory usage: 8.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:38:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9120,0,20793596,0]); f := P!Reverse([-2143,104,9132,-208,-9692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:38:10 on modular [Seed = 2676591660] ------------------------------------- 4 Point [ 1, 2238, 4151, 6568 ] was singular mod 7507 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 9120*x^2 + 20793596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6931204*x - 7023603840 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.350 seconds, Total memory usage: 8.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:39:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9120,0,20793596,0]); f := P!Reverse([-2143,104,9132,-208,-9692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:38:40 on modular [Seed = 2207617490] ------------------------------------- 4 Point [ 1, 1472, 6550, 837 ] was singular mod 7817 and ignored at the #3 lift Point [ 1, 1943, 6149, 2237 ] was singular mod 7817 and ignored at the #3 lift Point [ 1, 2129, 2217, 2814 ] was singular mod 7817 and ignored at the #3 lift Point [ 1, 3554, 7491, 1577 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 7566, 6096, 7795 ] was singular mod 7817 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 9120*x^2 + 20793596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6931204*x - 7023603840 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.789 seconds, Total memory usage: 8.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:39:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,9120,0,20793596,0]); f := P!Reverse([-2143,104,9132,-208,-9692]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 19:39:12 on modular [Seed = 2274465270] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 9120*x^2 + 20793596*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 6931204*x - 7023603840 over Rational Field function(p) ... end function (348366842410806033479937892193123038744348279865970361842/15837194339509461566\ 305404909090107710470314261002081 : -645322314228616271078482638113908267308022\ 6360484850754141052366838627763429333824720/19930462137783551981297465585607186\ 45910677312003248879867315608694346881253521 : 1) 129.21994852013784793598 Total time: 20.370 seconds, Total memory usage: 8.57MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:40:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-1135,1704,1635,-1704,-1135]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:40:25 on modular [Seed = 2325518514] ------------------------------------- Errors: /bin/sh: line 1: 4315 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 19:41:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([-288,-358,2427,1582,-5571]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 19:40:56 on modular [Seed = 3013976426] ------------------------------------- Errors: /bin/sh: line 1: 4322 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:00:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0); f := P!Reverse([6410,8308,-14640,-11232,11716]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 20:00:07 on modular [Seed = 2002873888] ------------------------------------- >> E := EllipticCurve([0,-18678,0,87216917,0); ^ User error: bad syntax Errors: /bin/sh: line 1: 4391 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:01:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0); f := P!Reverse([7345,14072,-8568,-14664,7976]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 20:00:45 on modular [Seed = 2087347457] ------------------------------------- >> E := EllipticCurve([0,-18678,0,87216917,0); ^ User error: bad syntax Errors: /bin/sh: line 1: 4396 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:01:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([7345,14072,-8568,-14664,7976]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 20:01:23 on modular [Seed = 1618377059] ------------------------------------- Errors: /bin/sh: line 1: 4400 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:02:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,-18678,0,87216917,0]); f := P!Reverse([6410,8308,-14640,-11232,11716]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 20:02:15 on modular [Seed = 1735491248] ------------------------------------- 2 Point [ 1, 483, 1309, 2000 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 711, 1063, 852 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1280, 1934, 1490 ] was singular mod 2503 and ignored at the #3 lift Point [ 1, 1648, 1046, 1830 ] was singular mod 2503 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 18678*x^2 + 87216917*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29072306*x + 60334724681 over Rational Field function(p) ... end function (1382301990422933236745385736/510866237836100204315569 : 14051987484336643214397169707396323276003/365141170092512069120429311071883753 : 1) 60.73328590411336591614 Total time: 16.370 seconds, Total memory usage: 11.76MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:19:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,1650,0,680621,0]); f := P!Reverse([697,1048,2250,1384,1217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Sun Sep 26 2004 20:18:59 on modular [Seed = 18291746] ------------------------------------- 4 Point [ 1, 1513, 1413, 2261 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 1650*x^2 + 680621*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 226879*x - 41591550 over Rational Field function(p) ... end function (-1300226716728835129918442675/4741309330446164554934881 : 547551926781939184124474654459278738230/10323986677560398484517849811764200721 : 1) 60.0022954930341398949167 Total time: 10.880 seconds, Total memory usage: 21.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.160 (66.63.133.160) Time: Sun Sep 26 20:21:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,10362,0,26842757,0]); f := P!Reverse([1145,-1006,2919,-1186,1594]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sun Sep 26 2004 20:20:41 on modular [Seed = 153031808] ------------------------------------- Errors: /bin/sh: line 1: 4441 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:11:57 2004 Input: Factorization(5705979550618670446308578858542675373983) Output: Magma V2.11-6 Mon Sep 27 2004 00:11:51 on modular [Seed = 2137632045] ------------------------------------- [ <72694838627523822433, 1>, <78492223909528900351, 1> ] Total time: 0.950 seconds, Total memory usage: 3.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:25:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1229881,0]); f := P!Reverse([1409,1344,-7590,8528,37033]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:25:33 on modular [Seed = 302302586] ------------------------------------- Errors: /bin/sh: line 1: 5191 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:26:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1229881,0]); f := P!Reverse([1109,0,-6654,-17744,45469]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:26:04 on modular [Seed = 420466192] ------------------------------------- 2 Point [ 1, 166, 372, 386 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 227, 376, 370 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 308, 282, 385 ] was singular mod 503 and ignored at the #3 lift Point [ 1, 403, 131, 481 ] was singular mod 503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1229881*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13528691*x + 19095132406 over Rational Field function(p) ... end function (920528617485183314960017068225369/461122228918094600680268078881 : -2065746540439747621009984604938183336819342642606/3131295742970097987920712531\ 16016151600156721 : 1) 74.65486265533259313542 Total time: 2.029 seconds, Total memory usage: 5.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:30:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1247689,0]); f := P!Reverse([697,-1280,-1782,37392,61217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:30:02 on modular [Seed = 34919453] ------------------------------------- 2 Point [ 1, 176, 339, 226 ] was singular mod 601 and ignored at the #3 lift Point [ 1, 556, 472, 531 ] was singular mod 601 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1247689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13724579*x + 19511360582 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 10.160 seconds, Total memory usage: 7.94MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:30:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1247689,0]); f := P!Reverse([697,-1280,-1782,37392,61217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:30:25 on modular [Seed = 153083709] ------------------------------------- 2 Point [ 1, 287, 135, 86 ] was singular mod 1201 and ignored at the #1 lift Point [ 1, 498, 169, 51 ] was singular mod 1201 and ignored at the #3 lift Point [ 1, 553, 788, 745 ] was singular mod 1201 and ignored at the #3 lift Point [ 1, 600, 1014, 656 ] was singular mod 1201 and ignored at the #1 lift Point [ 1, 900, 401, 87 ] was singular mod 1201 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1247689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13724579*x + 19511360582 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 8.349 seconds, Total memory usage: 7.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:31:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1247689,0]); f := P!Reverse([697,-1280,-1782,37392,61217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:30:53 on modular [Seed = 908124190] ------------------------------------- 2 Point [ 1, 1253, 4481, 1919 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 3329, 2139, 4915 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 5219 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:31:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1247689,0]); f := P!Reverse([697,-1280,-1782,37392,61217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:31:26 on modular [Seed = 841278713] ------------------------------------- 2 Errors: /bin/sh: line 1: 5223 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:32:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1247689,0]); f := P!Reverse([697,-1280,-1782,37392,61217]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:32:12 on modular [Seed = 1042868391] ------------------------------------- 2 Point [ 1, 82, 1582, 3305 ] was singular mod 3511 and ignored at the #1 lift Point [ 1, 1672, 224, 378 ] was singular mod 3511 and ignored at the #1 lift Point [ 1, 2508, 3338, 1143 ] was singular mod 3511 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1247689*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 13724579*x + 19511360582 over Rational Field function(p) ... end function (7794464639517915767069437152164380895002221509904971881009/5823425149838464477\ 290289552826139439684070028013047001 : -836040781686635371241534733790296144538\ 686894060643651228449114411668359621729771944610/140529579452505869451360625220\ 48729793841413022017300541794085610043995754347945501 : 1) 125.99378026658159512862 Total time: 15.740 seconds, Total memory usage: 7.85MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:34:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1471369,0]); f := P!Reverse([1753,2560,-8118,4368,35393]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:34:16 on modular [Seed = 657587770] ------------------------------------- 2 Point [ 1, 3003, 5112, 25 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5234 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:35:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1471369,0]); f := P!Reverse([1753,2560,-8118,4368,35393]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:34:54 on modular [Seed = 590739992] ------------------------------------- 2 Point [ 1, 750, 73, 318 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 1842, 3182, 1433 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 2910, 2876, 3472 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1471369*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16185059*x + 24986788358 over Rational Field function(p) ... end function (7094806358439297517464709565589399662705641/4199676281126091819042168893261026\ 492225 : 13514170754836679394953812154045932209481396908238234745788833686/2721\ 59640868300149189360161806692944799886380193670084326625 : 1) 91.00062460340782877210585 Total time: 18.839 seconds, Total memory usage: 8.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:37:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1495729,0]); f := P!Reverse([34,12,-1725,15222,115028]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:36:49 on modular [Seed = 725480095] ------------------------------------- 2 Point [ 1, 2577, 1848, 4199 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2967, 3736, 5193 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1495729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16453019*x + 25609871938 over Rational Field function(p) ... end function (-55912055153007131384139586868977252678206479/21106163215130790879525988835702\ 093753604 : 689779782746651058710093957121838222025590052992315937002291686353/\ 3066295024899548488326614191464574586122416245197603312940808 : 1) 94.37150121922363155135 Total time: 15.330 seconds, Total memory usage: 7.13MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:38:27 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Output: Magma V2.11-6 Mon Sep 27 2004 00:38:27 on modular [Seed = 3519482311] ------------------------------------- 10237315346711076502895675718969097543463548356970986017 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:38:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1495729,0]); f := P!Reverse([34,12,-1725,15222,115028]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:38:30 on modular [Seed = 3704227023] ------------------------------------- 2 Point [ 1, 2577, 1848, 4199 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2967, 3736, 5193 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1495729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16453019*x + 25609871938 over Rational Field function(p) ... end function (-55912055153007131384139586868977252678206479/21106163215130790879525988835702\ 093753604 : 689779782746651058710093957121838222025590052992315937002291686353/\ 3066295024899548488326614191464574586122416245197603312940808 : 1) 94.37150121922363155135 Total time: 19.969 seconds, Total memory usage: 7.20MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:39:10 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n); Output: Magma V2.11-6 Mon Sep 27 2004 00:38:49 on modular [Seed = 3654222293] ------------------------------------- [ <4081881152011833764840974219, 1>, <6388866235154729180603080883, 1> ] Total time: 20.089 seconds, Total memory usage: 4.11MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:39:41 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:39:23 on modular [Seed = 3252099567] ------------------------------------- [ <7675942573973775371049029219, 1>, <9881026651061823307109075111, 1> ] 75846193145454965571525276753615933874144446281504668309 Total time: 18.000 seconds, Total memory usage: 4.09MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:40:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1530169,0]); f := P!Reverse([4637,5052,-10800,-4712,11140]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:40:14 on modular [Seed = 3403420209] ------------------------------------- FourDescent( f: 4637*x^4 + 5052*x^3 - 10800*x^2 - 4712*x + 11140 ) ReduceFD( fd: [ [836779371227278011384332024645814552204612889286676430985... ) StollReduce( desc: [ [260123331805389179607801202872250066126242989766139299459... ) Covariant( mat1: [26012333180538917960780120287225006612624298976613929945918..., mat2: [46626816489925231942895606508286427969653949777052328607398... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 1530169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16831859*x + 26499466742 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 6.559 seconds, Total memory usage: 6.80MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:41:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1530169,0]); f := P!Reverse([1237,0,-7422,-19792,50717]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:41:43 on modular [Seed = 4141886884] ------------------------------------- 2 Point [ 1, 1330, 885, 5484 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1775, 2760, 2959 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1873, 4593, 1349 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2152, 1667, 3386 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1530169*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 16831859*x + 26499466742 over Rational Field function(p) ... end function (-1840112905629352565977878130097999/447947505805525361042433574249 : 48642304397556027065659336769229423194287515386330/2998062513007569037162103512\ 04507786412880693 : 1) 76.38693798458371020387 Total time: 13.990 seconds, Total memory usage: 5.24MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:42:00 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:41:46 on modular [Seed = 4091881644] ------------------------------------- [ <738843186302975056301844917, 1>, <4463263564480485175144473877, 1> ] 3297651873290735631367959116592755098785826292411733209 Total time: 13.449 seconds, Total memory usage: 4.01MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:43:10 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:42:59 on modular [Seed = 3841081314] ------------------------------------- [ <718877209995267628415962351, 1>, <5520820880040117793539115327, 1> ] 3968792311126857991637491672530527751439197377879053777 Total time: 11.259 seconds, Total memory usage: 4.01MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:43:31 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:43:16 on modular [Seed = 3992663772] ------------------------------------- [ <5203804407661422473317803931, 1>, <5942880013609431041025630011, 1> ] 30925585209023731625284265416257805818770004692247373241 Total time: 14.609 seconds, Total memory usage: 4.04MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:43:54 2004 Input: n := NextPrime(Random(2^95))*NextPrime(Random(2^95)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:43:37 on modular [Seed = 3942396358] ------------------------------------- [ <2764438029640375208540964461, 1>, <16517317765077673613568690953, 1> ] 45661101377435289884548131952617582057813202411865221333 Total time: 16.870 seconds, Total memory usage: 4.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:44:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([-631,0,7572,0,-2524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:44:02 on modular [Seed = 2474985556] ------------------------------------- 4 Point [ 1, 3689, 4739, 3314 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3986, 4115, 4901 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3999, 5613, 4014 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5423, 1558, 3440 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.990 seconds, Total memory usage: 10.04MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:44:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([-631,0,7572,0,-2524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:44:31 on modular [Seed = 2676573285] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.530 seconds, Total memory usage: 10.04MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:45:02 2004 Input: n := NextPrime(Random(2^15))*NextPrime(Random(2^15)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:45:02 on modular [Seed = 2609725440] ------------------------------------- [ <14387, 1>, <15767, 1> ] 226839829 Total time: 0.180 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:45:10 2004 Input: n := NextPrime(Random(2^55))*NextPrime(Random(2^55)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:45:10 on modular [Seed = 2190760193] ------------------------------------- [ <21699691958066021, 1>, <32890900372652051, 1> ] 713722406309988404350408719059071 Total time: 0.420 seconds, Total memory usage: 3.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:45:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([969,284,4962,-6332,3993]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:45:03 on modular [Seed = 2257607964] ------------------------------------- Errors: /bin/sh: line 1: 5331 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:45:37 2004 Input: n := NextPrime(Random(2^75))*NextPrime(Random(2^75)); Factorization(n); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:45:35 on modular [Seed = 2325500208] ------------------------------------- [ <12714709457922976348997, 1>, <27039259153808581478287, 1> ] 343796324098160385183096715260395932289728139 Total time: 2.009 seconds, Total memory usage: 3.86MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:45:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([2,4,-1890,-1892,49297]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:45:40 on modular [Seed = 3013961746] ------------------------------------- 4 Point [ 1, 2206, 267, 4646 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2517, 736, 2483 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5217, 5113, 1038 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.599 seconds, Total memory usage: 10.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:46:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([2,4,-1890,-1892,49297]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:46:07 on modular [Seed = 3098436322] ------------------------------------- 4 Point [ 1, 2199, 2116, 1394 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.379 seconds, Total memory usage: 10.25MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:46:45 2004 Input: n := NextPrime(Random(2^100))*NextPrime(Random(2^100)); Factorization(n); n; Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:46:24 on modular [Seed = 2780004304] ------------------------------------- Errors: /bin/sh: line 1: 5360 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:46:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([340,-378,294,-756,1360]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:46:36 on modular [Seed = 2696313561] ------------------------------------- 4 Point [ 1, 68, 5652, 995 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 68, 355, 5012 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.990 seconds, Total memory usage: 16.30MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:47:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,398161,0]); f := P!Reverse([340,-378,294,-756,1360]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:47:06 on modular [Seed = 2931324081] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 398161*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.399 seconds, Total memory usage: 16.31MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 00:47:27 2004 Input: n := NextPrime(Random(2^133))*NextPrime(Random(2^133)); n; Output: Magma V2.11-6 Mon Sep 27 2004 00:47:27 on modular [Seed = 2864476320] ------------------------------------- 4003311813706519412920299694451780603193308447485885702722443138496224217743369 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:47:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1592644,0]); f := P!Reverse([1025,1494,-2082,-704,3664]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:47:36 on modular [Seed = 1346800236] ------------------------------------- 2 Point [ 1, 726, 6, 2264 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1592644*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17519084*x + 28138834192 over Rational Field function(p) ... end function (-2090355151176012525594757678646091/937539882331487985541825260025 : -215043993375856050385632310944312700254277246891327/90778839623551867147024819\ 3366587592775706125 : 1) 71.16155380717846412608 Total time: 17.559 seconds, Total memory usage: 11.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:49:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1630729,0]); f := P!Reverse([4405,3356,-12144,-2472,13028]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:49:26 on modular [Seed = 1598653917] ------------------------------------- Errors: /bin/sh: line 1: 5387 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:50:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1630729,0]); f := P!Reverse([1277,0,-7662,-20432,52357]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:50:09 on modular [Seed = 1146263825] ------------------------------------- 2 Point [ 1, 3034, 3450, 586 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1630729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 17938019*x + 29154173062 over Rational Field function(p) ... end function (7749139898839853452315976914756763529/3584764685546716855364490265957225 : -4697986006035058710116538759726513656938149865410144958/2146302734416195578210\ 07607774697374496752596739125 : 1) 83.90286701632486199287 Total time: 13.839 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:51:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1697809,0]); f := P!Reverse([26,-8,903,40046,173882]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:51:26 on modular [Seed = 1079418202] ------------------------------------- 2 Point [ 1, 2273, 4745, 3896 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1697809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18675899*x + 30971431778 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.130 seconds, Total memory usage: 10.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:52:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1697809,0]); f := P!Reverse([26,-8,903,40046,173882]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:51:53 on modular [Seed = 1331270258] ------------------------------------- 2 Point [ 1, 1101, 4611, 3287 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3229, 5422, 3322 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 6904, 8884, 3897 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7959, 3276, 4197 ] was singular mod 9001 and ignored at the #1 lift Errors: /bin/sh: line 1: 5403 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:52:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1697809,0]); f := P!Reverse([358,-512,-3285,2268,9719]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:52:30 on modular [Seed = 1264424593] ------------------------------------- 2 Errors: /bin/sh: line 1: 5407 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:53:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-18675899,-30971431778]); f := P!Reverse([533,-160,15522,-4336,102813]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:53:11 on modular [Seed = 1902619794] ------------------------------------- 2 Point [ 1, 967, 3132, 766 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1674, 3609, 5046 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5167, 3198, 4646 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 18675899*x - 30971431778 over Rational Field Elliptic Curve defined by y^2 = x^3 - 18675899*x - 30971431778 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.219 seconds, Total memory usage: 6.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:54:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1697809,0]); f := P!Reverse([358,-512,-3285,2268,9719]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:53:45 on modular [Seed = 2104205552] ------------------------------------- 2 Point [ 1, 208, 47, 434 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 922, 5403, 3816 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2474, 3195, 4927 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3517, 1782, 4160 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5074, 722, 3250 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 1697809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 18675899*x + 30971431778 over Rational Field function(p) ... end function (-1312723490821643605930238795748820740166856463108629231/146824780954006306418\ 3609436889419890858286161990596 : 121909382684011410826844286015402769710652846\ 39698449131802461210444751342095725311/5625991120666429373463645567844758856135\ 0640956317409496728712343105583158856 : 1) 119.058459582781438257370 Total time: 15.419 seconds, Total memory usage: 6.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:55:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1760929,0]); f := P!Reverse([254,-440,-1689,-4486,20072]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:55:09 on modular [Seed = 1702082844] ------------------------------------- 2 Point [ 1, 102, 1209, 3231 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5208, 662, 3879 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5425 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:55:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1760929,0]); f := P!Reverse([254,-440,-1689,-4486,20072]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:55:45 on modular [Seed = 1635237220] ------------------------------------- 2 Point [ 1, 109, 1041, 229 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 1371, 2852, 457 ] was singular mod 4001 and ignored at the #3 lift Point [ 1, 2473, 1224, 1397 ] was singular mod 4001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1760929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19370219*x + 32714538962 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.949 seconds, Total memory usage: 5.93MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:56:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1760929,0]); f := P!Reverse([254,-440,-1689,-4486,20072]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:56:08 on modular [Seed = 1836822865] ------------------------------------- 2 Point [ 1, 2052, 2331, 3210 ] was singular mod 5003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1760929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19370219*x + 32714538962 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.820 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:57:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1760929,0]); f := P!Reverse([254,-440,-1689,-4486,20072]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:56:44 on modular [Seed = 1769977265] ------------------------------------- 2 Point [ 1, 1279, 3606, 2639 ] was singular mod 5407 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1760929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19370219*x + 32714538962 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.780 seconds, Total memory usage: 6.03MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:57:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1760929,0]); f := P!Reverse([1282,-880,-3357,1444,2797]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:57:16 on modular [Seed = 352569837] ------------------------------------- 2 Point [ 1, 158, 1572, 3334 ] was singular mod 5407 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1760929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 19370219*x + 32714538962 over Rational Field function(p) ... end function (19972779158276378214775293228757814660284126/883467684854492693514470352186415\ 1292481 : -18156810965386781966189053729692544520829548029907555215300802672/83\ 0397442629303326208369426537730994592115727948114922188129 : 1) 92.14808154409952578589 Total time: 13.980 seconds, Total memory usage: 10.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:58:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1885129,0]); f := P!Reverse([6553,-12104,-6366,12104,6553]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 00:58:28 on modular [Seed = 470466748] ------------------------------------- 2 Point [ 1, 543, 5291, 3695 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3636, 3334, 3844 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5448 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 00:59:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-1885129,0]); f := P!Reverse([1373,0,-8238,-21968,56293]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 00:59:07 on modular [Seed = 403621719] ------------------------------------- 2 Point [ 1, 3614, 5796, 2694 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 1885129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 20736419*x + 36235949638 over Rational Field function(p) ... end function (31307445972392569990695638169836492298858441/246553253834043330569973532487195\ 26789321 : 423243009692317402117827062515416071500878799925855356634899273730/3\ 871382723354055164384588466474547169551652247874573875636869 : 1) 100.26709989911925902106 Total time: 14.009 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:02:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,477481,0]); f := P!Reverse([-367,376,15468,38992,23524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:02:36 on modular [Seed = 18341561] ------------------------------------- 4 Point [ 1, 1190, 1094, 4458 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3311, 5, 4162 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 477481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1909924*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.589 seconds, Total memory usage: 13.05MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:03:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,477481,0]); f := P!Reverse([2073,2764,4146,-2764,2073]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:03:13 on modular [Seed = 219927368] ------------------------------------- 4 Point [ 1, 1169, 3072, 395 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3416, 838, 5959 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4140, 5969, 921 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4530, 2391, 2688 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5372, 5409, 3132 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 477481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1909924*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.449 seconds, Total memory usage: 11.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:03:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,477481,0]); f := P!Reverse([2073,2764,4146,-2764,2073]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:03:40 on modular [Seed = 153081713] ------------------------------------- 4 Point [ 1, 7745, 2598, 2603 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 477481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1909924*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.100 seconds, Total memory usage: 11.43MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:04:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,477481,0]); f := P!Reverse([-2,4,2070,-2072,-59167]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:04:11 on modular [Seed = 807857711] ------------------------------------- 4 Point [ 1, 5397, 1219, 7851 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 477481*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 1909924*x over Rational Field function(p) ... end function (287688811112496270068907444942866529402723355701019849129969900/19702963409284\ 7053167546149632149399841694983877045563892209 : -157479100346532726294229841935129310358604249702511703442474296217766043002119\ 1603093825710380/87457553862190703861999570998787283345444252349180387569181453\ 301251410736633127383151177 : 1) 136.91759007720489194070 Total time: 18.620 seconds, Total memory usage: 11.08MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:06:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2024929,0]); f := P!Reverse([73,128,-3717,-1788,59726]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:06:00 on modular [Seed = 1026286545] ------------------------------------- Errors: /bin/sh: line 1: 5481 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:06:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2024929,0]); f := P!Reverse([23,-36,-2763,-13138,219592]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:06:38 on modular [Seed = 959440819] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 2024929*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22274219*x + 40340635538 over Rational Field function(p) ... end function (21622873606644078301300892356960249/8502830707489296419374783009936 : -295905349049516672568273356249185134661867081429901/24793925873085566735691869\ 997780172659224613184 : 1) 71.27183521126673326762 Total time: 15.050 seconds, Total memory usage: 8.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:08:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([2269,4144,-8910,1248,37253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:07:56 on modular [Seed = 540459352] ------------------------------------- 2 Point [ 1, 1989, 685, 3261 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4769, 4252, 1315 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5492 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:09:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([2269,4144,-8910,1248,37253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:08:40 on modular [Seed = 775474978] ------------------------------------- 2 Point [ 1, 2615, 2319, 3768 ] was singular mod 4001 and ignored at the #1 lift Errors: /bin/sh: line 1: 5498 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:09:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([2269,4144,-8910,1248,37253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:09:10 on modular [Seed = 708627208] ------------------------------------- 2 Point [ 1, 93, 771, 1544 ] was singular mod 2003 and ignored at the #1 lift Point [ 1, 1724, 344, 1226 ] was singular mod 2003 and ignored at the #1 lift Point [ 1, 1795, 857, 1756 ] was singular mod 2003 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2042041*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22462451*x + 40853072246 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.259 seconds, Total memory usage: 8.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:09:54 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([2269,4144,-8910,1248,37253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:09:37 on modular [Seed = 3602921235] ------------------------------------- 2 Point [ 1, 1409, 2374, 1342 ] was singular mod 2503 and ignored at the #1 lift Point [ 1, 1703, 2341, 1411 ] was singular mod 2503 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2042041*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22462451*x + 40853072246 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.600 seconds, Total memory usage: 9.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:10:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([2269,4144,-8910,1248,37253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:10:07 on modular [Seed = 3721083942] ------------------------------------- 2 Point [ 1, 1062, 552, 2600 ] was singular mod 2903 and ignored at the #1 lift Point [ 1, 2675, 2108, 2092 ] was singular mod 2903 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2042041*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22462451*x + 40853072246 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.109 seconds, Total memory usage: 9.90MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:10:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2042041,0]); f := P!Reverse([1429,0,-8574,-22864,58589]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:10:40 on modular [Seed = 3670817630] ------------------------------------- 2 Point [ 1, 288, 1491, 1190 ] was singular mod 2903 and ignored at the #3 lift Point [ 1, 2651, 2032, 1245 ] was singular mod 2903 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2042041*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 22462451*x + 40853072246 over Rational Field function(p) ... end function (-91416263718083210902313049565244401511/305545416617981690308911737160930625 : -36827691117315890804603905690415849323265103399378594794638/168893781704540999\ 470361287691427153602718039808390625 : 1) 89.40420685527440980422 Total time: 7.139 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:12:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:11:45 on modular [Seed = 3335530115] ------------------------------------- 2 Point [ 1, 5974, 4005, 2607 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.649 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:12:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:12:20 on modular [Seed = 3268682402] ------------------------------------- 2 Point [ 1, 1378, 4938, 427 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3205, 4207, 5046 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3953, 246, 4625 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.440 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:13:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:12:57 on modular [Seed = 3470274243] ------------------------------------- 2 Point [ 1, 5179, 2134, 2977 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 6853, 2819, 5937 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.429 seconds, Total memory usage: 6.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:13:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:13:28 on modular [Seed = 4125300185] ------------------------------------- 2 Point [ 1, 121, 4091, 4523 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5027, 5304, 1012 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5674, 4508, 2080 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.570 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:14:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:14:02 on modular [Seed = 4058452287] ------------------------------------- 2 Point [ 1, 1213, 1604, 247 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3833, 4691, 5613 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.669 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:14:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:14:27 on modular [Seed = 4260044058] ------------------------------------- 2 Point [ 1, 7565, 6896, 6556 ] was singular mod 9001 and ignored at the #1 lift Errors: /bin/sh: line 1: 5545 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:15:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:14:59 on modular [Seed = 4193196414] ------------------------------------- 2 Point [ 1, 3836, 7399, 1683 ] was singular mod 8501 and ignored at the #3 lift Errors: /bin/sh: line 1: 5549 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:15:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:15:30 on modular [Seed = 3874489920] ------------------------------------- 2 Point [ 1, 4855, 5450, 5797 ] was singular mod 8101 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.070 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:16:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:16:06 on modular [Seed = 3992653487] ------------------------------------- 2 Point [ 1, 1981, 881, 1803 ] was singular mod 8101 and ignored at the #3 lift Point [ 1, 7251, 6253, 4697 ] was singular mod 8101 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.390 seconds, Total memory usage: 5.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:16:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:16:36 on modular [Seed = 3925805705] ------------------------------------- 2 Point [ 1, 901, 3366, 4313 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5565 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:17:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:17:07 on modular [Seed = 2541843600] ------------------------------------- 2 Point [ 1, 3433, 2388, 800 ] was singular mod 4001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.620 seconds, Total memory usage: 7.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:17:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:17:35 on modular [Seed = 2474995880] ------------------------------------- 2 Point [ 1, 901, 3366, 4313 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3569, 5621, 5476 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3708, 5283, 1318 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5575 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:18:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:18:16 on modular [Seed = 2676587603] ------------------------------------- 2 Point [ 1, 1621, 1507, 507 ] was singular mod 5623 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.119 seconds, Total memory usage: 5.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:19:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:18:41 on modular [Seed = 2609739902] ------------------------------------- 2 Point [ 1, 2504, 4921, 5708 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 2600, 1374, 3773 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.429 seconds, Total memory usage: 5.13MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:19:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:19:17 on modular [Seed = 2190762243] ------------------------------------- 2 Point [ 1, 5974, 4005, 2607 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.800 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:20:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:19:44 on modular [Seed = 2392354090] ------------------------------------- 2 Point [ 1, 5194, 3240, 4280 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6671, 4385, 903 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.620 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:20:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:20:21 on modular [Seed = 2342349258] ------------------------------------- 2 Point [ 1, 4139, 1234, 859 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5062, 1312, 4028 ] was singular mod 8009 and ignored at the #3 lift Errors: /bin/sh: line 1: 5599 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:21:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1033,1392,-4470,-41536,74321]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:21:20 on modular [Seed = 3080803763] ------------------------------------- FourDescent( f: 1033*x^4 + 1392*x^3 - 4470*x^2 - 41536*x + 74321 ) ReduceFD( fd: [ [844301456351430335780460559197921207111078365788328244802... ) StollReduce( desc: [ [160420408562685553105596504762032657842755454044509941564... ) Covariant( mat1: [16042040856268555310559650476203265784275545404450994156490..., mat2: [72733413411348603792644762560877922688275120015977399754382... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23223299*x + 42946213478 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.769 seconds, Total memory usage: 9.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:22:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1453,0,-8718,-23248,59573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:22:45 on modular [Seed = 3198704719] ------------------------------------- 2 Point [ 1, 1380, 1023, 2411 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2133, 3942, 2233 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3264, 2021, 306 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3756, 4563, 1269 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5933, 1796, 3618 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23223299*x + 42946213478 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.439 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:23:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1453,0,-8718,-23248,59573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:22:53 on modular [Seed = 3115277120] ------------------------------------- 2 Point [ 1, 1380, 1023, 2411 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2133, 3942, 2233 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3264, 2021, 306 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3756, 4563, 1269 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5933, 1796, 3618 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23223299*x + 42946213478 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.490 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:23:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1453,0,-8718,-23248,59573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:22:56 on modular [Seed = 2763146816] ------------------------------------- 2 Point [ 1, 1380, 1023, 2411 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2133, 3942, 2233 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3264, 2021, 306 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3756, 4563, 1269 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5933, 1796, 3618 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23223299*x + 42946213478 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.609 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:24:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1453,0,-8718,-23248,59573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:23:42 on modular [Seed = 2897890854] ------------------------------------- 2 Point [ 1, 2875, 6398, 1261 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 3355, 9312, 7501 ] was singular mod 10007 and ignored at the #3 lift Point [ 1, 5289, 5284, 5952 ] was singular mod 10007 and ignored at the #1 lift Point [ 1, 7764, 7031, 2207 ] was singular mod 10007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5624 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:24:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2111209,0]); f := P!Reverse([1453,0,-8718,-23248,59573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:24:15 on modular [Seed = 2831043075] ------------------------------------- 2 Point [ 1, 89, 850, 8958 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4299, 7586, 1970 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 8934, 3025, 4206 ] was singular mod 9001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23223299*x + 42946213478 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.000 seconds, Total memory usage: 5.20MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:25:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23223299,-42946213478]); f := P!Reverse([1462,456,8664,-456,1462]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:24:48 on modular [Seed = 1463923232] ------------------------------------- 4 Point [ 1, 573, 3191, 2749 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2283, 2410, 5385 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4667, 3324, 5479 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4711, 3115, 3374 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5632 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:25:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23223299,-42946213478]); f := P!Reverse([1462,456,8664,-456,1462]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:25:19 on modular [Seed = 1598667319] ------------------------------------- 4 Point [ 1, 4249, 2810, 2459 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23223299*x - 42946213478 over Rational Field Elliptic Curve defined by y^2 = x^3 - 2111209*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.730 seconds, Total memory usage: 7.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:26:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2380849,0]); f := P!Reverse([898,-142,-4185,600,5642]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:26:14 on modular [Seed = 1531821690] ------------------------------------- 2 Point [ 1, 2758, 4255, 4732 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3582, 2101, 840 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5744, 3000, 3965 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2380849*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26189339*x + 51431100098 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.839 seconds, Total memory usage: 8.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:27:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2380849,0]); f := P!Reverse([898,-142,-4185,600,5642]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:26:44 on modular [Seed = 1196532356] ------------------------------------- 2 Point [ 1, 572, 1674, 4145 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 875, 3490, 3674 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2380849*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 26189339*x + 51431100098 over Rational Field function(p) ... end function (955957681770541174274258009117873444563174768618477063426/36252396386242744919\ 3749244716942608752780611677046489 : -58045157190337435036955995914935100216488\ 70057892985474443147314665064353085611336162/2182755443319753160946321918287530\ 10305873313954840407526768499273497092975178013 : 1) 123.48690394367059752767 Total time: 20.519 seconds, Total memory usage: 8.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:28:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2505889,0]); f := P!Reverse([1021,152,-3987,698,5478]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:28:12 on modular [Seed = 1129686776] ------------------------------------- 2 Point [ 1, 5525, 2311, 3131 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2505889*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 27564779*x + 55535512018 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.399 seconds, Total memory usage: 17.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:28:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2505889,0]); f := P!Reverse([1021,152,-3987,698,5478]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:28:38 on modular [Seed = 1281009693] ------------------------------------- 2 Point [ 1, 511, 5039, 2855 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 3050, 1672, 3006 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 4248, 1976, 819 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2505889*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 27564779*x + 55535512018 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.690 seconds, Total memory usage: 17.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:29:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2505889,0]); f := P!Reverse([1021,152,-3987,698,5478]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:29:08 on modular [Seed = 1214164027] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 2505889*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 27564779*x + 55535512018 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.989 seconds, Total memory usage: 17.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:30:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2505889,0]); f := P!Reverse([923,456,-3831,-2178,5872]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:29:45 on modular [Seed = 1936037741] ------------------------------------- 2 Point [ 1, 1079, 762, 1849 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2275, 6778, 2578 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3189, 2653, 5246 ] was singular mod 8009 and ignored at the #1 lift Errors: /bin/sh: line 1: 5668 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:30:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2550409,0]); f := P!Reverse([505,356,11232,118024,222196]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:30:37 on modular [Seed = 2120784468] ------------------------------------- 2 Point [ 1, 3783, 3944, 3693 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4789, 5988, 1118 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5673 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:31:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2550409,0]); f := P!Reverse([1597,0,-9582,-25552,65477]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:31:24 on modular [Seed = 1735492508] ------------------------------------- 2 Point [ 1, 2939, 716, 2865 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3701, 356, 2391 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4936, 1162, 3947 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5307, 4611, 4646 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5476, 4129, 283 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5638, 3628, 1478 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5796, 87, 3032 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5826, 2840, 2481 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2550409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28054499*x + 57022044422 over Rational Field function(p) ... end function (3711026352192085088268780737772574447200132037801/1271111391527099267424723434\ 491119024836552329 : -496988103817723115490713195789686346563050292911355866820\ 97153974985570/4531848847471799972583884486851157786835373023919359889292353924\ 5733 : 1) 110.52456105103681238688 Total time: 13.980 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:33:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2582449,0]); f := P!Reverse([69,128,-4173,-1756,81078]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:32:51 on modular [Seed = 1668645943] ------------------------------------- 2 Point [ 1, 1397, 3021, 3863 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2185, 1816, 4655 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3995, 754, 2417 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4962, 2503, 4285 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5323, 477, 317 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2582449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28406939*x + 58099937602 over Rational Field function(p) ... end function (21819080626147553645380195064802379692978595468087474/808938484363575880793445\ 2659298096686697003302129 : -76385931536451740926753884903048578987511754257406\ 4870015843920394233111727226/23007702095998828292690678330835426347401087940165\ 519928739880815140562633 : 1) 112.81329433577609222538 Total time: 17.679 seconds, Total memory usage: 9.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:34:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:34:03 on modular [Seed = 1870235763] ------------------------------------- 2 Point [ 1, 1116, 5418, 4295 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3439, 2415, 2899 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4558, 5615, 5911 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 5688 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:34:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:34:32 on modular [Seed = 1753124695] ------------------------------------- 2 Point [ 1, 363, 3267, 2488 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 3481, 381, 4362 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4890, 2804, 4624 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function (4850644713864053183921438441257044368913575678138740830411201/6706279553482263\ 193703988561284686584165664469884481055001 : 1076623943839260981979067549878066917713646591139810387670204839032928458066086\ 92760367035470/5491898217503622271163301243644923313689630331638275618545241434\ 58454810643227866698749 : 1) 133.38103704617432754275 Total time: 19.300 seconds, Total memory usage: 8.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:37:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([89,-68,-88662,1548436,-7537967]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:37:15 on modular [Seed = 268891724] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.970 seconds, Total memory usage: 13.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:38:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([89,-68,-88662,1548436,-7537967]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:37:42 on modular [Seed = 470481517] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.059 seconds, Total memory usage: 13.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:38:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([2433,3244,4866,-3244,2433]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:38:16 on modular [Seed = 101769241] ------------------------------------- 4 Point [ 1, 5038, 4027, 4707 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.870 seconds, Total memory usage: 13.59MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:39:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([293,570,1350,-1140,1172]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:38:46 on modular [Seed = 34923571] ------------------------------------- 4 Point [ 1, 3226, 5144, 2295 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 4362, 7549, 3090 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.690 seconds, Total memory usage: 13.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:39:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([-2,4,2430,-2432,-81607]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:39:20 on modular [Seed = 236513489] ------------------------------------- 4 Point [ 1, 6862, 4204, 6847 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.670 seconds, Total memory usage: 13.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:40:24 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2630884,0]); f := P!Reverse([153,200,32220,-139024,145732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:40:03 on modular [Seed = 169667822] ------------------------------------- Errors: /bin/sh: line 1: 5725 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:40:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2630884,0]); f := P!Reverse([2433,-3244,-14598,16220,34873]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:40:37 on modular [Seed = 841274544] ------------------------------------- 2 Point [ 1, 59, 2642, 3553 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1762, 1345, 797 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3734, 4799, 1758 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5534, 5590, 1169 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28939724*x + 59742113872 over Rational Field function(p) ... end function (-1007850738593690505219625670947526/299235375510907497186429674449 : 56468187594722294731811759112105756210389159809176/1636889645836127792484763730\ 97648455581792793 : 1) 75.20970634548913835715 Total time: 14.630 seconds, Total memory usage: 13.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:42:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2679769,0]); f := P!Reverse([2257,2880,-11142,8272,50297]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:41:52 on modular [Seed = 1042863945] ------------------------------------- Errors: /bin/sh: line 1: 5737 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:42:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2679769,0]); f := P!Reverse([1637,0,-9822,-26192,67117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:42:29 on modular [Seed = 976016168] ------------------------------------- 2 Point [ 1, 4923, 1332, 2551 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2679769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29477459*x + 61414945942 over Rational Field function(p) ... end function (304225740963921117536446992595326703981146009/34424837702028999586910546127025\ 5598114225 : 383521002828772809043252345583659821235013290188914639990133229860\ 98/201979760148888671333784481720476296482683075789816435693499625 : 1) 103.24024656053714465997 Total time: 14.029 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:43:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([977,-252,-4311,-230,6214]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:43:32 on modular [Seed = 590727920] ------------------------------------- Errors: /bin/sh: line 1: 5748 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:44:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([559,1008,-3165,-856,11726]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:44:04 on modular [Seed = 792315612] ------------------------------------- FourDescent( f: 559*x^4 + 1008*x^3 - 3165*x^2 - 856*x + 11726 ) Minimise( F: [ [680126361252457412 -780561666859051615239 859254099848522... ) MinimiseFDAtPrime( fd_in: [ [-28933983980999713714117863593 -6140921524670405823027622..., prime: 43 ) MinimiseFDOnceAtPrime( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) BoxMinimiseK1( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) Extend3ToUnimodular( cc: [ ( 0 1 0 0), ( 1 0 0 17), ( 1 0 0 21) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 2765569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x + 64387977458 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.930 seconds, Total memory usage: 6.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:45:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([-427,-108,55488,-286392,297796]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:45:25 on modular [Seed = 708625288] ------------------------------------- 2 Point [ 1, 4942, 191, 3982 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2765569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x - 64387977458 over Rational Field function(p) ... end function (6737151105816796607542181713275375873598302690611572321/6491415304026570240052\ 31246435211632152271224398721 : -1420624686699242040452505370770684042815104799\ 7666428344966607516367020758569474882/16538994112227564443829146216666905840220\ 935984851911493015790217758946536769 : 1) 118.40516171035051229409 Total time: 16.519 seconds, Total memory usage: 5.75MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:47:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2866249,0]); f := P!Reverse([4505,-996,-16416,7192,22612]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:46:44 on modular [Seed = 3552918464] ------------------------------------- 2 Point [ 1, 773, 841, 2429 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2866249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31528739*x + 67935833798 over Rational Field function(p) ... end function (644629425812458696081970491229955205320772453681/47853010865271572785365730177\ 4878026151032121 : 174875026675401257339507499663024475684337114294014280374666\ 0658376652030/10468004545325880038856864413243441103519376827982856059976563970\ 669 : 1) 102.97421998226381845142 Total time: 19.870 seconds, Total memory usage: 9.28MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:48:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([305,124,38304,78552,40372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:47:53 on modular [Seed = 3754505985] ------------------------------------- FourDescent( f: 305*x^4 + 124*x^3 + 38304*x^2 + 78552*x + 40372 ) ReduceFD( fd: [ [271779483399146818526553012127160325165280083458830431848... ) StollReduce( desc: [ [181644499716088868662532202051813969245509331693913837215... ) Covariant( mat1: [18164449971608886866253220205181396924550933169391383721512..., mat2: [42681209611908804558205718330359621727734830614807417496348... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3003289*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33036179*x + 72865797718 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.449 seconds, Total memory usage: 11.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:49:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([1733,0,-10398,-27728,71053]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:49:17 on modular [Seed = 3637391442] ------------------------------------- 2 Point [ 1, 940, 3439, 417 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5893, 4022, 2274 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3003289*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33036179*x + 72865797718 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.070 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:50:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([1733,0,-10398,-27728,71053]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:49:41 on modular [Seed = 3302108262] ------------------------------------- 2 Point [ 1, 1216, 5075, 3818 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1355, 2901, 6097 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3544, 4735, 5706 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3628, 5176, 4601 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6418, 3235, 3655 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 7678, 7848, 849 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3003289*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33036179*x + 72865797718 over Rational Field function(p) ... end function (-457399790401678338081351352146742400872102234909791/8910940682755964950777419\ 3992446159045286785225 : 870917543879334090352143678273439271370361708810456981\ 1099387918450492017802/26600226158885932387214434143355753037389541269931178888\ 934817266709125 : 1) 116.50837468256138151900 Total time: 18.690 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:51:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([65,128,-4533,-1596,103774]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:50:49 on modular [Seed = 3487114401] ------------------------------------- Errors: /bin/sh: line 1: 5784 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:51:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([65,128,-4533,-1596,103774]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:51:21 on modular [Seed = 3420266693] ------------------------------------- Errors: /bin/sh: line 1: 5788 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:52:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([65,128,-4533,-1596,103774]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:51:49 on modular [Seed = 4158725333] ------------------------------------- Errors: /bin/sh: line 1: 5792 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:52:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([31,-4,-3915,-12626,233680]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:52:29 on modular [Seed = 4041612089] ------------------------------------- 2 Point [ 1, 1141, 196, 584 ] was singular mod 2003 and ignored at the #1 lift Point [ 1, 1224, 1714, 1769 ] was singular mod 2003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3094081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34034891*x + 76194838706 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 7.309 seconds, Total memory usage: 16.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:53:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([31,-4,-3915,-12626,233680]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:52:48 on modular [Seed = 4243199771] ------------------------------------- 2 Point [ 1, 735, 5184, 1566 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4875, 5649, 5243 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5777, 5892, 339 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3094081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34034891*x + 76194838706 over Rational Field function(p) ... end function (-6300957273770989600303743595810822812318150553062271247/123123402402743790222\ 9398311455427546485006899077696 : -14736044676520284305486839790861156098330157\ 111629910189712752860049380016141468215/432027022988259515868672513697486313729\ 52027658914212307016883975437241567744 : 1) 119.27038513238855443887 Total time: 15.609 seconds, Total memory usage: 16.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:54:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3179089,0]); f := P!Reverse([1429,-2096,-3717,3464,4042]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:53:52 on modular [Seed = 3874491713] ------------------------------------- 2 Point [ 1, 3078, 4928, 854 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3506, 718, 2066 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3829, 691, 1799 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3179089*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34969979*x + 79356419618 over Rational Field function(p) ... end function (16947560353047241992001222796502719026/5294824843407679039092776062213009 : 5677959257376073330066294401359001151482806756741292482/38528082647994605615661\ 3139632115021119457845614777 : 1) 77.69324161337821976758 Total time: 14.820 seconds, Total memory usage: 5.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:55:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3323329,0]); f := P!Reverse([63,-124,-4683,8018,112112]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:54:54 on modular [Seed = 3807643803] ------------------------------------- 2 Point [ 1, 46, 1301, 5011 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 950, 3447, 469 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3974, 933, 5328 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5199, 4925, 5647 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3323329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 36556619*x + 84818002738 over Rational Field function(p) ... end function (-9770769574874306807892384886498262159/1713778445367232625213695592239104 : 23306640130853121586349429864509607154569634912054919817/7094666975588002493438\ 5826891341709294550176759808 : 1) 78.18395818209951642074 Total time: 17.670 seconds, Total memory usage: 15.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:56:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:56:04 on modular [Seed = 3942383817] ------------------------------------- 2 Point [ 1, 4351, 5939, 1921 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5821 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:56:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:56:34 on modular [Seed = 2525002835] ------------------------------------- 2 Point [ 1, 2908, 764, 3496 ] was singular mod 4001 and ignored at the #1 lift Point [ 1, 3238, 912, 1741 ] was singular mod 4001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.080 seconds, Total memory usage: 15.96MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:57:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:56:56 on modular [Seed = 2458155117] ------------------------------------- 2 Point [ 1, 1308, 693, 2180 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4955, 3689, 1352 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.789 seconds, Total memory usage: 15.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:57:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:57:29 on modular [Seed = 2659742720] ------------------------------------- 2 Point [ 1, 2195, 1106, 736 ] was singular mod 5407 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.969 seconds, Total memory usage: 15.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:58:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:57:56 on modular [Seed = 2592895017] ------------------------------------- 2 Point [ 1, 383, 5270, 1813 ] was singular mod 5623 and ignored at the #3 lift Point [ 1, 612, 1072, 5169 ] was singular mod 5623 and ignored at the #1 lift Point [ 1, 993, 656, 4601 ] was singular mod 5623 and ignored at the #1 lift Point [ 1, 2173, 3251, 305 ] was singular mod 5623 and ignored at the #3 lift Point [ 1, 3705, 5483, 1874 ] was singular mod 5623 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function (-246630372611820731103489917520419202122286590497834406039/3211541394614797575\ 23686879852263249486855590363940516 : -6214079140574097257863070646443861820903\ 6164394809212131273516765271716331860710087453/18199953828596589352781678850862\ 3628045516199499103146015527665202124089186606936 : 1) 124.38208650038127700554 Total time: 18.449 seconds, Total memory usage: 15.97MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:59:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3463321,0]); f := P!Reverse([1741,-464,-10350,34272,80117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 01:59:12 on modular [Seed = 2190766053] ------------------------------------- 2 Errors: /bin/sh: line 1: 5845 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 01:59:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3463321,0]); f := P!Reverse([1741,-464,-10350,34272,80117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 01:59:41 on modular [Seed = 2342348433] ------------------------------------- 2 Point [ 1, 2282, 2548, 1014 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3463321*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38096531*x + 90233365334 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.580 seconds, Total memory usage: 6.89MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:00:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3463321,0]); f := P!Reverse([1741,-464,-10350,34272,80117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:00:25 on modular [Seed = 1548398963] ------------------------------------- Errors: /bin/sh: line 1: 5898 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:01:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3500641,0]); f := P!Reverse([830,-1592,-3981,4672,7767]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:00:59 on modular [Seed = 1481553301] ------------------------------------- 2 Point [ 1, 238, 2608, 1475 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 5902 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:01:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3500641,0]); f := P!Reverse([830,-1592,-3981,4672,7767]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:01:39 on modular [Seed = 1129688790] ------------------------------------- 2 Point [ 1, 1859, 749, 1491 ] was singular mod 3001 and ignored at the #3 lift Point [ 1, 2102, 2033, 443 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3500641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38507051*x + 91695790354 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.929 seconds, Total memory usage: 12.82MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:02:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3500641,0]); f := P!Reverse([34,40,6291,-68984,165849]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:02:17 on modular [Seed = 1331274480] ------------------------------------- 2 Point [ 1, 739, 385, 2372 ] was singular mod 3001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3500641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38507051*x + 91695790354 over Rational Field function(p) ... end function (117430829173592280706457139848965378997192158/36176647916954968353580176178998\ 547918249 : -206787888282352386478544492513767169971525355330076373239023299020\ /6880856247435884153249042855117637674974588839683686810113557 : 1) 93.51783697088161773081 Total time: 10.339 seconds, Total memory usage: 6.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:03:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3463321,0]); f := P!Reverse([1861,0,-11166,-29776,76301]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:03:08 on modular [Seed = 1264428800] ------------------------------------- 2 Point [ 1, 2521, 3346, 2106 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3463321*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38096531*x + 90233365334 over Rational Field function(p) ... end function (16494307115323621585009/4950679988802695449 : -187470861664901748394591811127046/11015324150638619008932663293 : 1) 49.93067510514335083371 Total time: 14.009 seconds, Total memory usage: 5.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:07:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2582449,0]); f := P!Reverse([69,128,-4173,-1756,81078]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:06:58 on modular [Seed = 1936038951] ------------------------------------- 2 Point [ 1, 1397, 3021, 3863 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2185, 1816, 4655 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3995, 754, 2417 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4962, 2503, 4285 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5323, 477, 317 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2582449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28406939*x + 58099937602 over Rational Field function(p) ... end function (21819080626147553645380195064802379692978595468087474/808938484363575880793445\ 2659298096686697003302129 : -76385931536451740926753884903048578987511754257406\ 4870015843920394233111727226/23007702095998828292690678330835426347401087940165\ 519928739880815140562633 : 1) 112.81329433577609222538 Total time: 17.780 seconds, Total memory usage: 9.15MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:08:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:08:19 on modular [Seed = 2020513658] ------------------------------------- 2 Point [ 1, 1116, 5418, 4295 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3439, 2415, 2899 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4558, 5615, 5911 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 6004, 5989, 5695 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function (4850644713864053183921438441257044368913575678138740830411201/6706279553482263\ 193703988561284686584165664469884481055001 : 1076623943839260981979067549878066917713646591139810387670204839032928458066086\ 92760367035470/5491898217503622271163301243644923313689630331638275618545241434\ 58454810643227866698749 : 1) Errors: /bin/sh: line 1: 5934 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:09:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:09:10 on modular [Seed = 1685228468] ------------------------------------- 2 Errors: /bin/sh: line 1: 5938 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:09:58 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:09:37 on modular [Seed = 1618382743] ------------------------------------- Errors: /bin/sh: line 1: 5942 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:10:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5900); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:10:11 on modular [Seed = 1836811000] ------------------------------------- 2 Errors: /bin/sh: line 1: 5947 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:11:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:10:45 on modular [Seed = 335739815] ------------------------------------- 2 Point [ 1, 3371, 72, 5114 ] was singular mod 5623 and ignored at the #3 lift Errors: /bin/sh: line 1: 5954 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:11:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([1613,0,-9678,-25808,66133]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:11:19 on modular [Seed = 268893761] ------------------------------------- 2 Point [ 1, 902, 928, 1860 ] was singular mod 5623 and ignored at the #1 lift Point [ 1, 2434, 1546, 4505 ] was singular mod 5623 and ignored at the #1 lift Point [ 1, 3824, 260, 2250 ] was singular mod 5623 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.169 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:12:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([1613,0,-9678,-25808,66133]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:11:46 on modular [Seed = 470479464] ------------------------------------- 2 Point [ 1, 4935, 4111, 1863 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 5764, 1793, 6165 ] was singular mod 7001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.239 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:12:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2601769,0]); f := P!Reverse([1613,0,-9678,-25808,66133]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:12:15 on modular [Seed = 118614382] ------------------------------------- 2 Point [ 1, 2360, 8096, 3560 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 2666, 6538, 2760 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3393, 2494, 5607 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7022, 1980, 3078 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 8810, 8332, 6936 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.280 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:13:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,-58753147558]); f := P!Reverse([3057,1976,1014,-1976,3057]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:12:53 on modular [Seed = 51768624] ------------------------------------- Errors: /bin/sh: line 1: 5973 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:13:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,-58753147558]); f := P!Reverse([1613,0,0,0,6452]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:13:37 on modular [Seed = 169665741] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 28619459*x - 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.990 seconds, Total memory usage: 5.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:14:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,-58753147558]); f := P!Reverse([1613,0,0,0,6452]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:14:00 on modular [Seed = 908122312] ------------------------------------- 4 Point [ 1, 1523, 2729, 2552 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 1753, 428, 4631 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4408, 1262, 4612 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 6221, 730, 4631 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7142, 4660, 2552 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7587, 543, 192 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 8190, 2918, 5895 ] was singular mod 9001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 28619459*x - 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.070 seconds, Total memory usage: 5.19MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:14:53 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,-58753147558]); f := P!Reverse([247,287,-3825,4526,-988]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:14:36 on modular [Seed = 841276584] ------------------------------------- 4 Point [ 1, 63, 357, 849 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 28619459*x - 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.879 seconds, Total memory usage: 5.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:15:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,-58753147558]); f := P!Reverse([-1,0,9678,0,-2601769]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:15:07 on modular [Seed = 1042862211] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 - 28619459*x - 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 2601769*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.119 seconds, Total memory usage: 18.11MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:15:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,10407076,0]); f := P!Reverse([-821,-784,3126,-4980,2972]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:15:33 on modular [Seed = 992856680] ------------------------------------- 2 Point [ 1, 606, 5865, 2721 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1029, 2993, 4315 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1231, 1907, 3708 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1708, 812, 1997 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2496, 5111, 5048 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5203, 2381, 1550 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.570 seconds, Total memory usage: 5.47MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:16:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,10407076,0]); f := P!Reverse([487,468,-10344,24244,-17827]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:16:03 on modular [Seed = 657577554] ------------------------------------- 2 Point [ 1, 1011, 1171, 830 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2932, 3932, 2488 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4934, 2174, 2577 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.509 seconds, Total memory usage: 5.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:16:48 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,10407076,0]); f := P!Reverse([487,468,-10344,24244,-17827]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:16:28 on modular [Seed = 775479108] ------------------------------------- 2 Point [ 1, 4297, 89, 1283 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7136, 3830, 1751 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 10407076*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.289 seconds, Total memory usage: 5.46MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:17:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,58753147558]); f := P!Reverse([5413,3548,-15600,-2088,17060]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:16:57 on modular [Seed = 708631333] ------------------------------------- Errors: /bin/sh: line 1: 6012 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:17:40 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,58753147558]); f := P!Reverse([1613,0,-9678,-25808,66133]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:17:26 on modular [Seed = 3569493492] ------------------------------------- 2 Point [ 1, 1033, 4747, 5718 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1353, 3438, 3622 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.000 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:18:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-28619459,58753147558]); f := P!Reverse([1613,0,-9678,-25808,66133]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:17:51 on modular [Seed = 3502645513] ------------------------------------- 2 Point [ 1, 2360, 8096, 3560 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 2666, 6538, 2760 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3393, 2494, 5607 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7022, 1980, 3078 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 8810, 8332, 6936 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field Elliptic Curve defined by y^2 = x^3 - 28619459*x + 58753147558 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.210 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:20:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([89,-68,-88662,1548436,-7537967]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:20:20 on modular [Seed = 3637389482] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.210 seconds, Total memory usage: 13.69MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:21:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([2433,3244,4866,-3244,2433]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:20:49 on modular [Seed = 3302110419] ------------------------------------- 4 Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.199 seconds, Total memory usage: 13.59MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:21:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([-2,4,2430,-2432,-81607]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:21:15 on modular [Seed = 3235262669] ------------------------------------- 4 Point [ 1, 1080, 4387, 910 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2309, 461, 1078 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2945, 3243, 4890 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5058, 5367, 2515 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.820 seconds, Total memory usage: 13.41MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:22:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,657721,0]); f := P!Reverse([293,570,1350,-1140,1172]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:21:48 on modular [Seed = 3436854502] ------------------------------------- 4 Point [ 1, 2138, 1208, 4520 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 657721*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.219 seconds, Total memory usage: 13.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:22:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2630884,0]); f := P!Reverse([153,200,32220,-139024,145732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:22:15 on modular [Seed = 3370006537] ------------------------------------- 2 Point [ 1, 4151, 4169, 5934 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28939724*x + 59742113872 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.239 seconds, Total memory usage: 21.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:23:06 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2630884,0]); f := P!Reverse([153,200,32220,-139024,145732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:22:45 on modular [Seed = 4091872016] ------------------------------------- 2 Point [ 1, 1288, 3048, 297 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1377, 2138, 4745 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2883, 5239, 2952 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3953, 5260, 1117 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5973, 863, 5019 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28939724*x + 59742113872 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.449 seconds, Total memory usage: 21.46MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:23:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2630884,0]); f := P!Reverse([2433,-3244,-14598,16220,34873]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:23:18 on modular [Seed = 4260040061] ------------------------------------- 2 Point [ 1, 59, 2642, 3553 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 1762, 1345, 797 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3734, 4799, 1758 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5534, 5590, 1169 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2630884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 28939724*x + 59742113872 over Rational Field function(p) ... end function (-1007850738593690505219625670947526/299235375510907497186429674449 : 56468187594722294731811759112105756210389159809176/1636889645836127792484763730\ 97648455581792793 : 1) 75.20970634548913835715 Total time: 14.630 seconds, Total memory usage: 13.22MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:25:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2679769,0]); f := P!Reverse([2257,2880,-11142,8272,50297]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:25:22 on modular [Seed = 3857913569] ------------------------------------- FourDescent( f: 2257*x^4 + 2880*x^3 - 11142*x^2 + 8272*x + 50297 ) ReduceFD( fd: [ [286376800854371182580065079187321198879206134521645123443... ) StollReduce( desc: [ [121401661395683568117435353945523303986228160540323447888... ) Covariant( mat1: [12140166139568356811743535394552330398622816054032344788853..., mat2: [80727323552282241413482812519708814345442086232775018322523... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 2679769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29477459*x + 61414945942 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.660 seconds, Total memory usage: 9.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:27:15 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2679769,0]); f := P!Reverse([1637,0,-9822,-26192,67117]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:27:00 on modular [Seed = 3975814926] ------------------------------------- 2 Point [ 1, 4923, 1332, 2551 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2679769*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 29477459*x + 61414945942 over Rational Field function(p) ... end function (304225740963921117536446992595326703981146009/34424837702028999586910546127025\ 5598114225 : 383521002828772809043252345583659821235013290188914639990133229860\ 98/201979760148888671333784481720476296482683075789816435693499625 : 1) 103.24024656053714465997 Total time: 14.099 seconds, Total memory usage: 5.25MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:28:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([977,-252,-4311,-230,6214]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:28:05 on modular [Seed = 3908967243] ------------------------------------- Errors: /bin/sh: line 1: 6078 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:28:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([559,1008,-3165,-856,11726]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:28:35 on modular [Seed = 2474992086] ------------------------------------- FourDescent( f: 559*x^4 + 1008*x^3 - 3165*x^2 - 856*x + 11726 ) Minimise( F: [ [680126361252457412 -780561666859051615239 859254099848522... ) MinimiseFDAtPrime( fd_in: [ [-28933983980999713714117863593 -6140921524670405823027622..., prime: 43 ) MinimiseFDOnceAtPrime( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) BoxMinimiseK1( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) Extend3ToUnimodular( cc: [ ( 0 1 0 0), ( 1 0 0 17), ( 1 0 0 21) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 2765569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x + 64387977458 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.839 seconds, Total memory usage: 6.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:30:14 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30421259,-64387977458]); f := P!Reverse([9553,5676,19632,6168,10292]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:29:57 on modular [Seed = 2626317999] ------------------------------------- 2 Point [ 1, 4971, 892, 2768 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5282, 2687, 4596 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 30421259*x - 64387977458 over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x - 64387977458 over Rational Field function(p) ... end function (-16712869306812449107846462115016022580004286519748363711/53494863715790943291\ 54287936812320963401537452171809 : 49487214824826236314812214454679732377749605\ 04346014772883105041652847859398722466/3912624122576171560859217179669571424273\ 33534995000189475120881172280161459377 : 1) 118.40516171035051229409 Total time: 17.109 seconds, Total memory usage: 7.54MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:31:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2866249,0]); f := P!Reverse([4505,-996,-16416,7192,22612]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:31:05 on modular [Seed = 2576313190] ------------------------------------- 2 Point [ 1, 773, 841, 2429 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 6095 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:32:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2866249,0]); f := P!Reverse([1693,0,-10158,-27088,69413]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:31:46 on modular [Seed = 2157343236] ------------------------------------- 2 Point [ 1, 4544, 3834, 5388 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2866249*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 31528739*x + 67935833798 over Rational Field function(p) ... end function (674067082234037678443463941674362128871557729/34040082424298682997552310792948\ 6165098225 : -22875637728955363372314366944655451569333100301895609045388407409\ 942/198603045759977020463162705327744056782799760854705696328839625 : 1) 102.97421998226380424057 Total time: 13.990 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:33:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([305,124,38304,78552,40372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:33:12 on modular [Seed = 2358934002] ------------------------------------- Errors: /bin/sh: line 1: 6106 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:34:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([1733,0,-10398,-27728,71053]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:33:48 on modular [Seed = 2292088210] ------------------------------------- 2 Point [ 1, 940, 3439, 417 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5893, 4022, 2274 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3003289*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33036179*x + 72865797718 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.949 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:34:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3003289,0]); f := P!Reverse([1733,0,-10398,-27728,71053]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:34:15 on modular [Seed = 3030532485] ------------------------------------- 2 Point [ 1, 1216, 5075, 3818 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1355, 2901, 6097 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3544, 4735, 5706 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3628, 5176, 4601 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6418, 3235, 3655 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 7678, 7848, 849 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3003289*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 33036179*x + 72865797718 over Rational Field function(p) ... end function (-457399790401678338081351352146742400872102234909791/8910940682755964950777419\ 3992446159045286785225 : 870917543879334090352143678273439271370361708810456981\ 1099387918450492017802/26600226158885932387214434143355753037389541269931178888\ 934817266709125 : 1) 116.50837468256138151900 Total time: 18.570 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:35:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([65,128,-4533,-1596,103774]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:35:31 on modular [Seed = 3165276505] ------------------------------------- Errors: /bin/sh: line 1: 6122 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:36:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3094081,0]); f := P!Reverse([31,-4,-3915,-12626,233680]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:36:02 on modular [Seed = 3098430780] ------------------------------------- 2 Point [ 1, 735, 5184, 1566 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4875, 5649, 5243 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5777, 5892, 339 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3094081*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34034891*x + 76194838706 over Rational Field function(p) ... end function (-6300957273770989600303743595810822812318150553062271247/123123402402743790222\ 9398311455427546485006899077696 : -14736044676520284305486839790861156098330157\ 111629910189712752860049380016141468215/432027022988259515868672513697486313729\ 52027658914212307016883975437241567744 : 1) 119.27038513238855443887 Total time: 15.589 seconds, Total memory usage: 16.58MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:37:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3179089,0]); f := P!Reverse([1429,-2096,-3717,3464,4042]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:37:10 on modular [Seed = 2763149540] ------------------------------------- 2 Point [ 1, 3078, 4928, 854 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3506, 718, 2066 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3829, 691, 1799 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3179089*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 34969979*x + 79356419618 over Rational Field function(p) ... end function (16947560353047241992001222796502719026/5294824843407679039092776062213009 : 5677959257376073330066294401359001151482806756741292482/38528082647994605615661\ 3139632115021119457845614777 : 1) 77.69324161337821976758 Total time: 14.839 seconds, Total memory usage: 5.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:38:30 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3323329,0]); f := P!Reverse([63,-124,-4683,8018,112112]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:38:13 on modular [Seed = 2914736558] ------------------------------------- 2 Point [ 1, 46, 1301, 5011 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 950, 3447, 469 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3974, 933, 5328 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5199, 4925, 5647 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3323329*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 36556619*x + 84818002738 over Rational Field function(p) ... end function (-9770769574874306807892384886498262159/1713778445367232625213695592239104 : 23306640130853121586349429864509607154569634912054919817/7094666975588002493438\ 5826891341709294550176759808 : 1) 78.18395818209951642074 Total time: 16.980 seconds, Total memory usage: 5.78MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:39:47 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([2268,-346,-4875,-100,3267]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:39:28 on modular [Seed = 2847890783] ------------------------------------- 2 Point [ 1, 919, 5153, 4886 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4190, 138, 2436 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.089 seconds, Total memory usage: 15.98MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:40:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([906,142,-3915,2656,9049]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:40:06 on modular [Seed = 1514974917] ------------------------------------- 2 Errors: /bin/sh: line 1: 6147 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:40:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([906,142,-3915,2656,9049]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:40:35 on modular [Seed = 1380230888] ------------------------------------- 2 Point [ 1, 2336, 382, 338 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3411409*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x + 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.370 seconds, Total memory usage: 6.53MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:41:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3411409,0]); f := P!Reverse([906,142,-3915,2656,9049]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:41:01 on modular [Seed = 1447076594] ------------------------------------- 2 Point [ 1, 131, 3262, 3800 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 492, 1701, 2902 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 4347, 983, 3059 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 6159 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:41:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37525499,-88212213922]); f := P!Reverse([-83,164,22176,-29912,-1299932]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:41:34 on modular [Seed = 1247591693] ------------------------------------- 2 Point [ 1, 2128, 3851, 2292 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2151, 4203, 1340 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2834, 5282, 2232 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 37525499*x - 88212213922 over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x - 88212213922 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.539 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:42:20 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-37525499,-88212213922]); f := P!Reverse([-83,164,22176,-29912,-1299932]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:41:59 on modular [Seed = 1314437408] ------------------------------------- 2 Point [ 1, 555, 3483, 8678 ] was singular mod 9001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 37525499*x - 88212213922 over Rational Field Elliptic Curve defined by y^2 = x^3 - 37525499*x - 88212213922 over Rational Field function(p) ... end function (3505579513813581707985864797677343970124651112719625735041/9866655927128287801\ 8157920932372453516198469714714289 : -20424251821270755478793767684440574241389\ 0597979846730796640515369220768686760245452358/30992383361858360770517909924363\ 771761379872311067969618517384136452149763680663 : 1) 124.38208650038127700554 Total time: 20.730 seconds, Total memory usage: 5.60MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:43:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3500641,0]); f := P!Reverse([830,-1592,-3981,4672,7767]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:43:29 on modular [Seed = 1112847754] ------------------------------------- 2 Point [ 1, 238, 2608, 1475 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6171 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:44:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3500641,0]); f := P!Reverse([34,40,6291,-68984,165849]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:44:17 on modular [Seed = 2070777059] ------------------------------------- 2 Point [ 1, 552, 347, 1804 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5549, 5369, 1136 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3500641*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38507051*x + 91695790354 over Rational Field function(p) ... end function (117430829173592280706457139848965378997192158/36176647916954968353580176178998\ 547918249 : -206787888282352386478544492513767169971525355330076373239023299020\ /6880856247435884153249042855117637674974588839683686810113557 : 1) 93.51783697088161773081 Total time: 16.780 seconds, Total memory usage: 6.52MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:45:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3523129,0]); f := P!Reverse([6305,4156,-18144,-2472,19828]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:45:32 on modular [Seed = 2120779819] ------------------------------------- FourDescent( f: 6305*x^4 + 4156*x^3 - 18144*x^2 - 2472*x + 19828 ) ReduceFD( fd: [ [362098849847692471787844139257362340894835765938523567754... ) StollReduce( desc: [ [274953388686308155322762094105592316223321593121888610803... ) Covariant( mat1: [27495338868630815532276209410559231622332159312188861080305..., mat2: [77385187094213051727442558469166733450955996062045226103995... ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/stoll_reduce.m", line 335, column 37: >> three := [[singt1[i,j,j]/singt1[i,1,1] : j in [1..4]] : i in [2 ^ Runtime error in '/': Division by zero in (possibly) real or complex division. Maybe loss of precision? >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3523129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38754419*x + 92580783862 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.989 seconds, Total memory usage: 9.31MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:46:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3523129,0]); f := P!Reverse([1877,0,-11262,-30032,76957]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:46:44 on modular [Seed = 2002878842] ------------------------------------- 2 Point [ 1, 324, 5017, 4204 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3467, 3721, 3674 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3523129*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 38754419*x + 92580783862 over Rational Field function(p) ... end function (6250039462230094245878965572400457601/1821141543971453247699829849090969 : 21644270879424177158889649836219948056217629237928170/7771691493677746754249243\ 0829942869395214787403453 : 1) 83.41413653209544065703 Total time: 14.080 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:48:09 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3583449,0]); f := P!Reverse([-443,408,-20934,8136,-275355]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:48:08 on modular [Seed = 1803394458] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,600); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39417939*x + 94968565398 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.290 seconds, Total memory usage: 5.02MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:48:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3583449,0]); f := P!Reverse([-443,408,-20934,8136,-275355]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:48:25 on modular [Seed = 1870240143] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39417939*x + 94968565398 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.310 seconds, Total memory usage: 4.91MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:48:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3583449,0]); f := P!Reverse([-8171,9180,-26016,11800,-15708]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:48:42 on modular [Seed = 1668650480] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39417939*x + 94968565398 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.149 seconds, Total memory usage: 4.56MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:49:10 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-39417939,-94968565398]); f := P!Reverse([157,75,27,-450,5652]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:48:54 on modular [Seed = 1735496168] ------------------------------------- 4 Point [ 1, 588, 3117, 3396 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 2527, 1514, 4472 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5380, 328, 5643 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 39417939*x - 94968565398 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3583449*x over Rational Field function(p) ... end function (-23457509509636218551602090553775/42661357729459381483772154724 : 374270851950063316052036619207868799696333868465/881154390717473366755611133193\ 7684001755368 : 1) 66.043645339308426400748 Total time: 15.630 seconds, Total memory usage: 10.92MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:50:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3613801,0]); f := P!Reverse([965,1412,432,78856,193604]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:50:13 on modular [Seed = 520742499] ------------------------------------- Errors: /bin/sh: line 1: 6214 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:51:13 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3613801,0]); f := P!Reverse([1901,0,-11406,-30416,77941]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:50:59 on modular [Seed = 319154713] ------------------------------------- 2 Point [ 1, 4185, 3759, 2934 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3613801*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 39751811*x + 96177699814 over Rational Field function(p) ... end function (1559368368762650857383121523235389553/779525749714669204701580975676689 : 3417959175304921161620393680198260485284058915457587590/21764349854056025972391\ 481505372658604216380198137 : 1) 83.25968436046579768117 Total time: 14.390 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:52:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3736489,0]); f := P!Reverse([425,624,29898,-144704,158449]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:52:14 on modular [Seed = 386002640] ------------------------------------- 2 Point [ 1, 621, 245, 4512 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1451, 1077, 2155 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6222 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:53:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3736489,0]); f := P!Reverse([425,624,29898,-144704,158449]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:52:44 on modular [Seed = 203093481] ------------------------------------- 2 Point [ 1, 4679, 4425, 689 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.600 seconds, Total memory usage: 7.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:53:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3736489,0]); f := P!Reverse([1933,0,-11598,-30928,79253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:53:14 on modular [Seed = 34929537] ------------------------------------- 2 Point [ 1, 1523, 3037, 848 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.939 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:53:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3736489,0]); f := P!Reverse([1933,0,-11598,-30928,79253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:53:38 on modular [Seed = 101777325] ------------------------------------- 2 Point [ 1, 5758, 4563, 8674 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7859, 2095, 4664 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 8865, 8468, 8500 ] was singular mod 9001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.789 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:54:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([1933,0,0,0,7732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:54:09 on modular [Seed = 976011890] ------------------------------------- 4 Point [ 1, 484, 4440, 5934 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 551, 2148, 924 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4881, 1384, 3575 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x - 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.269 seconds, Total memory usage: 5.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:54:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([1933,0,0,0,7732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,10000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:54:34 on modular [Seed = 1042859597] ------------------------------------- 4 Point [ 1, 870, 3662, 1278 ] was singular mod 10007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6247 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:55:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([1933,0,0,0,7732]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:55:06 on modular [Seed = 841271841] ------------------------------------- 4 Point [ 1, 850, 4938, 4450 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 2823, 3985, 4629 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3103, 4739, 4754 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x - 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.589 seconds, Total memory usage: 5.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:55:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([-273,503,4785,5374,1092]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:55:38 on modular [Seed = 708629017] ------------------------------------- 4 Point [ 1, 7725, 8531, 7311 ] was singular mod 9001 and ignored at the #3 lift Errors: /bin/sh: line 1: 6259 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:56:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([-273,503,4785,5374,1092]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:56:08 on modular [Seed = 775476991] ------------------------------------- 4 Point [ 1, 293, 196, 5003 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3991, 5794, 4458 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x - 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.239 seconds, Total memory usage: 10.39MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:57:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([-1,0,11598,0,-3736489]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:56:44 on modular [Seed = 573889239] ------------------------------------- 4 Point [ 1, 1593, 3437, 4113 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x - 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.359 seconds, Total memory usage: 5.63MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:57:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([-1,0,11598,0,-3736489]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 02:57:12 on modular [Seed = 640736951] ------------------------------------- 4 Errors: /bin/sh: line 1: 6271 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:58:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,-101116865318]); f := P!Reverse([-1,0,11598,0,-3736489]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:57:45 on modular [Seed = 3670811242] ------------------------------------- 4 Point [ 1, 6142, 6728, 3931 ] was singular mod 7817 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x - 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3736489*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.500 seconds, Total memory usage: 5.59MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:58:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,14945956,0]); f := P!Reverse([1099,712,78,916,-3252]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:58:17 on modular [Seed = 3737658766] ------------------------------------- 2 Point [ 1, 5260, 4256, 5411 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.079 seconds, Total memory usage: 5.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:59:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,14945956,0]); f := P!Reverse([1099,712,78,916,-3252]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:58:42 on modular [Seed = 3619761324] ------------------------------------- 2 Point [ 1, 2967, 4933, 7188 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3658, 4839, 3621 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.440 seconds, Total memory usage: 5.81MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:59:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,14945956,0]); f := P!Reverse([813,-458,-78,-1424,-4396]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:59:10 on modular [Seed = 3420270764] ------------------------------------- 2 Point [ 1, 979, 745, 2659 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3333, 2240, 5968 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 5487, 1682, 3966 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.480 seconds, Total memory usage: 5.72MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 02:59:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,14945956,0]); f := P!Reverse([813,-458,-78,-1424,-4396]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 02:59:36 on modular [Seed = 3470276047] ------------------------------------- 2 Point [ 1, 2885, 6249, 7901 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3059, 6410, 6302 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 3413, 3302, 135 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7159, 5216, 7476 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 14945956*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.190 seconds, Total memory usage: 5.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:00:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,101116865318]); f := P!Reverse([425,624,29898,-144704,158449]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:00:07 on modular [Seed = 3268688364] ------------------------------------- 2 Errors: /bin/sh: line 1: 6299 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:00:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,101116865318]); f := P!Reverse([425,624,29898,-144704,158449]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:00:37 on modular [Seed = 4193190453] ------------------------------------- 2 Point [ 1, 4679, 4425, 689 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.969 seconds, Total memory usage: 7.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:01:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,101116865318]); f := P!Reverse([1933,0,-11598,-30928,79253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:01:11 on modular [Seed = 4260038163] ------------------------------------- 2 Point [ 1, 1523, 3037, 848 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.009 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:02:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-41101379,101116865318]); f := P!Reverse([1933,0,-11598,-30928,79253]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:01:40 on modular [Seed = 4075030911] ------------------------------------- 2 Point [ 1, 5758, 4563, 8674 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 7859, 2095, 4664 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 8865, 8468, 8500 ] was singular mod 9001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field Elliptic Curve defined by y^2 = x^3 - 41101379*x + 101116865318 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.670 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:02:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3806401,0]); f := P!Reverse([34,-32,-333,52844,295165]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:02:27 on modular [Seed = 4141878444] ------------------------------------- 2 Point [ 1, 585, 5520, 4616 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4737, 721, 4921 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3806401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 41870411*x + 103968036914 over Rational Field function(p) ... end function (-782601312593438653793792290721335490752407346082/1065733216920832454382993443\ 19970018768868209 : -1367658504002670296855925896423433144841846310779719898052\ 65927227373120/1100202818545203727401409781069513736159163975933500488919864343\ 177 : 1) 103.117513494690598463421 Total time: 14.599 seconds, Total memory usage: 6.47MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:04:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3892729,0]); f := P!Reverse([4253,-4292,-16560,18072,30340]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:03:46 on modular [Seed = 3942387937] ------------------------------------- Errors: /bin/sh: line 1: 6323 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:05:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3892729,0]); f := P!Reverse([1973,0,-11838,-31568,80893]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:04:48 on modular [Seed = 3824490794] ------------------------------------- 2 Point [ 1, 1003, 5137, 1442 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 42820019*x + 107524960438 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 14.080 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:05:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3892729,0]); f := P!Reverse([1973,0,-11838,-31568,80893]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:05:11 on modular [Seed = 3874495512] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 42820019*x + 107524960438 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.809 seconds, Total memory usage: 5.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:05:56 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([1973,0,0,0,7892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:05:42 on modular [Seed = 2592890885] ------------------------------------- 4 Point [ 1, 1280, 4175, 4496 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 1565, 997, 3013 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2190, 3745, 2512 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4386, 3091, 4774 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 4521, 103, 3878 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 42820019*x - 107524960438 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.730 seconds, Total memory usage: 5.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:06:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([1973,0,0,0,7892]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:06:07 on modular [Seed = 2659738648] ------------------------------------- 4 Point [ 1, 6928, 98, 828 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 42820019*x - 107524960438 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.230 seconds, Total memory usage: 5.27MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:07:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:06:46 on modular [Seed = 2541841096] ------------------------------------- 4 Errors: /bin/sh: line 1: 6350 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:07:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:07:17 on modular [Seed = 2342352631] ------------------------------------- 4 Point [ 1, 15, 3179, 7808 ] was singular mod 8101 and ignored at the #3 lift Point [ 1, 254, 7417, 4649 ] was singular mod 8101 and ignored at the #3 lift Point [ 1, 1511, 7678, 7231 ] was singular mod 8101 and ignored at the #3 lift Point [ 1, 3278, 702, 6407 ] was singular mod 8101 and ignored at the #3 lift Point [ 1, 5067, 4469, 1567 ] was singular mod 8101 and ignored at the #1 lift Errors: /bin/sh: line 1: 6354 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:08:11 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:07:50 on modular [Seed = 2157346207] ------------------------------------- 4 Point [ 1, 639, 2149, 1654 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 4642, 334, 4878 ] was singular mod 7817 and ignored at the #3 lift Errors: /bin/sh: line 1: 6361 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:08:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:08:24 on modular [Seed = 3148695178] ------------------------------------- 4 Point [ 1, 2900, 2353, 5166 ] was singular mod 7001 and ignored at the #3 lift Errors: /bin/sh: line 1: 6370 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:09:17 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:08:56 on modular [Seed = 3215540846] ------------------------------------- 4 Point [ 1, 4077, 2290, 5603 ] was singular mod 6521 and ignored at the #1 lift Errors: /bin/sh: line 1: 6374 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:09:49 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([3417,3496,3174,-3496,3417]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:09:28 on modular [Seed = 3013955138] ------------------------------------- 4 Errors: /bin/sh: line 1: 6378 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:10:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([-1,0,11838,0,-3892729]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:10:03 on modular [Seed = 3080800805] ------------------------------------- 4 Point [ 1, 2938, 3505, 77 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 5647, 3446, 4486 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 42820019*x - 107524960438 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.599 seconds, Total memory usage: 5.64MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:10:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,-107524960438]); f := P!Reverse([-1,0,11838,0,-3892729]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:10:31 on modular [Seed = 2864469780] ------------------------------------- 4 Point [ 1, 210, 3690, 1267 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 1451, 494, 5021 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 7206, 2176, 5744 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 42820019*x - 107524960438 over Rational Field Elliptic Curve defined by y^2 = x^3 - 3892729*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.989 seconds, Total memory usage: 5.74MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:11:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,15570916,0]); f := P!Reverse([1243,-2480,246,4788,-5524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:11:03 on modular [Seed = 2746572797] ------------------------------------- 2 Point [ 1, 686, 5441, 3968 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 2871, 1294, 5712 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4400, 2325, 3378 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 4498, 429, 5117 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 15570916*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 15570916*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.480 seconds, Total memory usage: 5.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:11:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,15570916,0]); f := P!Reverse([1243,-2480,246,4788,-5524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:11:29 on modular [Seed = 2813418463] ------------------------------------- 2 Point [ 1, 2832, 7742, 8168 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3237, 4679, 4542 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 3910, 690, 8162 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 3935, 5275, 1949 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4100, 8182, 453 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 4469, 2580, 573 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 5952, 7056, 5986 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 6675, 7419, 7333 ] was singular mod 9001 and ignored at the #1 lift Errors: /bin/sh: line 1: 6398 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:12:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,15570916,0]); f := P!Reverse([1243,-2480,246,4788,-5524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:12:06 on modular [Seed = 1548394562] ------------------------------------- 2 Point [ 1, 1948, 5352, 3377 ] was singular mod 8419 and ignored at the #1 lift Point [ 1, 3377, 2890, 70 ] was singular mod 8419 and ignored at the #1 lift Point [ 1, 3680, 2292, 1235 ] was singular mod 8419 and ignored at the #3 lift Point [ 1, 5436, 4560, 983 ] was singular mod 8419 and ignored at the #3 lift Errors: /bin/sh: line 1: 6404 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:13:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,15570916,0]); f := P!Reverse([-1243,-2480,-246,4788,5524]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:12:46 on modular [Seed = 1447078496] ------------------------------------- 2 Point [ 1, 1401, 6122, 6705 ] was singular mod 8419 and ignored at the #1 lift Point [ 1, 5727, 1654, 5081 ] was singular mod 8419 and ignored at the #3 lift Errors: /bin/sh: line 1: 6414 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:13:38 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-42820019,107524960438]); f := P!Reverse([4253,-4292,-16560,18072,30340]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:13:17 on modular [Seed = 1247590047] ------------------------------------- 2 Point [ 1, 972, 5619, 4104 ] was singular mod 6007 and ignored at the #1 lift Errors: /bin/sh: line 1: 6418 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:14:52 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3988009,0]); f := P!Reverse([1417,-1920,-6102,57232,102257]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:14:31 on modular [Seed = 1146271947] ------------------------------------- Errors: /bin/sh: line 1: 6428 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:15:26 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3988009,0]); f := P!Reverse([1997,0,-11982,-31952,81877]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:15:12 on modular [Seed = 2037351969] ------------------------------------- 2 Point [ 1, 1786, 5826, 4362 ] was singular mod 6007 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 3988009*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 43868099*x + 111496755622 over Rational Field function(p) ... end function (-171100394870227852163426418963518914459191/4295665645968733903093672711044651\ 6025 : -132963605137755742442342769666715208767906678193187360268454498/2815436\ 30096506690832691407022219964303146024743620086125 : 1) 95.053056820362542111979 Total time: 14.089 seconds, Total memory usage: 5.24MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:16:35 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-3996001,0]); f := P!Reverse([55,-92,-5067,9554,156904]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:16:17 on modular [Seed = 2104197732] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 3996001*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 43956011*x + 111832083986 over Rational Field function(p) ... end function (-192747379007380276394160477848665816014718812359/4083083550084818686236556192\ 5219252309619600 : -12073332676657636348999347319931690278333051996238253921807\ 4333926766061/26090499886946592494064771677997053538837668706535511858901874400\ 0 : 1) 101.96940238008529888702 Total time: 17.519 seconds, Total memory usage: 5.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:20:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([977,-252,-4311,-230,6214]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:20:15 on modular [Seed = 1786549277] ------------------------------------- Errors: /bin/sh: line 1: 6450 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:21:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30421259,64387977458]); f := P!Reverse([977,-252,-4311,-230,6214]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 03:20:44 on modular [Seed = 1853395066] ------------------------------------- Errors: /bin/sh: line 1: 6454 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:21:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-30421259,64387977458]); f := P!Reverse([559,1008,-3165,-856,11726]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:21:24 on modular [Seed = 1702075209] ------------------------------------- FourDescent( f: 559*x^4 + 1008*x^3 - 3165*x^2 - 856*x + 11726 ) Minimise( F: [ [680126361252457412 -780561666859051615239 859254099848522... ) MinimiseFDAtPrime( fd_in: [ [-28933983980999713714117863593 -6140921524670405823027622..., prime: 43 ) MinimiseFDOnceAtPrime( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) BoxMinimiseK1( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) Extend3ToUnimodular( cc: [ ( 0 1 0 0), ( 1 0 0 17), ( 1 0 0 21) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 30421259*x + 64387977458 over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x + 64387977458 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.899 seconds, Total memory usage: 6.49MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.100 (66.63.133.100) Time: Mon Sep 27 03:22:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2765569,0]); f := P!Reverse([559,1008,-3165,-856,11726]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 03:21:57 on modular [Seed = 420472788] ------------------------------------- FourDescent( f: 559*x^4 + 1008*x^3 - 3165*x^2 - 856*x + 11726 ) Minimise( F: [ [680126361252457412 -780561666859051615239 859254099848522... ) MinimiseFDAtPrime( fd_in: [ [-28933983980999713714117863593 -6140921524670405823027622..., prime: 43 ) MinimiseFDOnceAtPrime( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) BoxMinimiseK1( fd_in: [ [-363917440992613401513299 -772374951220698281035333 -1257..., prime: 43 ) Extend3ToUnimodular( cc: [ ( 0 1 0 0), ( 1 0 0 17), ( 1 0 0 21) ] ) In file "/usr/local/magma/package/Geometry/CrvEll/FourDesc/utils.m", line 342, column 21: >> assert "Could not extend three rows to unimodular matri ^ Runtime error in assert: Logical expected >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,6000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 2765569*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 30421259*x + 64387977458 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.899 seconds, Total memory usage: 6.49MB '193.2.6' ************** MAGMA ***************** Host 193.2.68.142 (193.2.68.142) Time: Mon Sep 27 10:52:57 2004 Input: SymmetricCharacter(pa) : SeqEnum -> AlgChtrElt Output: Magma V2.11-6 Mon Sep 27 2004 10:52:52 on modular [Seed = 3486951383] ------------------------------------- >> SymmetricCharacter(pa) : SeqEnum -> AlgChtrElt; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:45:20 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Mon Sep 27 2004 12:45:13 on modular [Seed = 3419588877] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:46:04 2004 Input: Q:=Rationals(); R<[x]>:=PolynomialRing(Q,3); print R.1; Output: Magma V2.11-6 Mon Sep 27 2004 12:46:04 on modular [Seed = 3336553557] ------------------------------------- x[1] Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:46:58 2004 Input: Q:=Rationals(); xx:=[x1,x2,x3,x4]; R<[xx[i]: i in [1..3]]>:=PolynomialRing(Q,3); print R.1; Output: Magma V2.11-6 Mon Sep 27 2004 12:46:57 on modular [Seed = 4276616096] ------------------------------------- >> xx:=[x1,x2,x3,x4]; ^ User error: Identifier 'x1' has not been declared or assigned >> R<[xx[i]: i in [1..3]]>:=PolynomialRing(Q,3); ^ User error: bad syntax >> print R.1;; ^ User error: Identifier 'R' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:47:41 2004 Input: Q:=Rationals(); // xx:=[x1,x2,x3,x4]; // R<[xx[i]: i in [1..3]]>:=PolynomialRing(Q,3); R<[x]>:=PolynomialRing(Q,3); print R.1; Output: Magma V2.11-6 Mon Sep 27 2004 12:47:41 on modular [Seed = 4192271499] ------------------------------------- x[1] Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:48:55 2004 Input: Q:=Rationals(); // xx:=[x1,x2,x3,x4]; // R<[xx[i]: i in [1..3]]>:=PolynomialRing(Q,3); R<[x]>:=PolynomialRing(Q,3); print R.1*R.2-R.3^2; Output: Magma V2.11-6 Mon Sep 27 2004 12:48:55 on modular [Seed = 4092262107] ------------------------------------- x[1]*x[2] - x[3]^2 Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Mon Sep 27 12:49:17 2004 Input: Q:=Rationals(); // xx:=[x1,x2,x3,x4]; // R<[xx[i]: i in [1..3]]>:=PolynomialRing(Q,3); R<[x]>:=PolynomialRing(Q,3); print R.1*R.2-R.3^2; x[1]:=x1; Output: Magma V2.11-6 Mon Sep 27 2004 12:49:16 on modular [Seed = 4009225021] ------------------------------------- x[1]*x[2] - x[3]^2 >> x[1]:=x1;; ^ User error: Identifier 'x1' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '80.141.' ************** MAGMA ***************** Host 80.141.98.24 (80.141.98.24) Time: Mon Sep 27 16:24:46 2004 Input: 36 = x+y+z Output: Magma V2.11-6 Mon Sep 27 2004 16:24:46 on modular [Seed = 285747070] ------------------------------------- >> 36 = x+y+z; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '80.141.' ************** MAGMA ***************** Host 80.141.98.24 (80.141.98.24) Time: Mon Sep 27 16:25:00 2004 Input: x+y+z=36 Output: Magma V2.11-6 Mon Sep 27 2004 16:24:59 on modular [Seed = 336405102] ------------------------------------- >> x+y+z=36; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '80.141.' ************** MAGMA ***************** Host 80.141.98.24 (80.141.98.24) Time: Mon Sep 27 16:25:37 2004 Input: x=? Output: Magma V2.11-6 Mon Sep 27 2004 16:25:37 on modular [Seed = 3774469824] ------------------------------------- >> x=?; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 17:42:06 2004 Input: NextPrime(Random(2^160))*NextPrime(Random(2^160)); Output: Magma V2.11-6 Mon Sep 27 2004 17:42:06 on modular [Seed = 3081666552] ------------------------------------- 1500122472774186472918443424481892961736744324564019076288870273071523998039721\ 112820311173144097 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:20:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:20:09 on modular [Seed = 909098253] ------------------------------------- 2 Point [ 1, 5974, 4005, 2607 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.600 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:21:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:20:42 on modular [Seed = 958444065] ------------------------------------- 2 Point [ 1, 5194, 3240, 4280 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 6671, 4385, 903 ] was singular mod 8009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.300 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:21:39 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:21:18 on modular [Seed = 85757689] ------------------------------------- 2 Point [ 1, 406, 4118, 1236 ] was singular mod 8101 and ignored at the #1 lift Point [ 1, 3495, 3724, 5002 ] was singular mod 8101 and ignored at the #1 lift Point [ 1, 7155, 5337, 7437 ] was singular mod 8101 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.870 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:22:18 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:21:57 on modular [Seed = 319461556] ------------------------------------- 2 Errors: /bin/sh: line 1: 9073 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:22:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:22:34 on modular [Seed = 386833567] ------------------------------------- 2 Point [ 1, 1378, 4938, 427 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3205, 4207, 5046 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3953, 246, 4625 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.420 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:29:07 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:28:48 on modular [Seed = 3791154403] ------------------------------------- 2 Point [ 1, 5179, 2134, 2977 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 6853, 2819, 5937 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.530 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:29:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:29:24 on modular [Seed = 3941820172] ------------------------------------- 2 Point [ 1, 4139, 1234, 859 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 5062, 1312, 4028 ] was singular mod 8009 and ignored at the #3 lift Errors: /bin/sh: line 1: 9096 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:30:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:30:34 on modular [Seed = 4075519834] ------------------------------------- 2 Point [ 1, 636, 5899, 3178 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 2312, 7745, 1769 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 4630, 933, 4130 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 5377, 3459, 530 ] was singular mod 7817 and ignored at the #1 lift Errors: /bin/sh: line 1: 9104 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:31:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-2093809,0]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7700); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:31:14 on modular [Seed = 4142889830] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 2093809*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.289 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:32:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:32:06 on modular [Seed = 4209211070] ------------------------------------- 2 Point [ 1, 1213, 1604, 247 ] was singular mod 6007 and ignored at the #1 lift Point [ 1, 3833, 4691, 5613 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.710 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:33:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:32:40 on modular [Seed = 4276581076] ------------------------------------- 2 Point [ 1, 4915, 2689, 335 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.670 seconds, Total memory usage: 5.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:34:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([-1723,3144,15258,-16008,-34907]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:34:21 on modular [Seed = 3252178190] ------------------------------------- 2 Point [ 1, 3836, 7399, 1683 ] was singular mod 8501 and ignored at the #3 lift Errors: /bin/sh: line 1: 9123 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:35:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:35:06 on modular [Seed = 3319548285] ------------------------------------- 2 Point [ 1, 5631, 8192, 2025 ] was singular mod 8501 and ignored at the #1 lift Errors: /bin/sh: line 1: 9127 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:35:41 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:35:23 on modular [Seed = 3385869632] ------------------------------------- 2 Point [ 1, 1087, 5032, 5676 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 1298, 32, 4175 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5296, 4378, 3410 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5728, 2346, 5877 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.620 seconds, Total memory usage: 5.65MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:36:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:36:10 on modular [Seed = 3536543146] ------------------------------------- 2 Point [ 1, 1087, 5032, 5676 ] was singular mod 7001 and ignored at the #1 lift Point [ 1, 1298, 32, 4175 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5296, 4378, 3410 ] was singular mod 7001 and ignored at the #3 lift Point [ 1, 5728, 2346, 5877 ] was singular mod 7001 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.809 seconds, Total memory usage: 5.68MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:37:16 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:36:56 on modular [Seed = 2746887305] ------------------------------------- 2 Point [ 1, 1689, 4975, 6197 ] was singular mod 7603 and ignored at the #3 lift Point [ 1, 4376, 3478, 6101 ] was singular mod 7603 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.179 seconds, Total memory usage: 5.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:38:08 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:37:48 on modular [Seed = 2897552306] ------------------------------------- 2 Point [ 1, 256, 6996, 2334 ] was singular mod 7817 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.690 seconds, Total memory usage: 5.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:38:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:38:25 on modular [Seed = 3131258233] ------------------------------------- 2 Point [ 1, 1305, 4499, 3820 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 7474, 2323, 4199 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.109 seconds, Total memory usage: 5.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:39:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:38:59 on modular [Seed = 2241595940] ------------------------------------- 2 Point [ 1, 7754, 2974, 7048 ] was singular mod 8209 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.300 seconds, Total memory usage: 5.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:40:05 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,-42416382722]); f := P!Reverse([7108,-2168,17568,-3020,9573]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:39:44 on modular [Seed = 2592281864] ------------------------------------- 2 Point [ 1, 4993, 3316, 2107 ] was singular mod 8419 and ignored at the #3 lift Point [ 1, 7392, 465, 7796 ] was singular mod 8419 and ignored at the #3 lift Point [ 1, 8208, 6095, 6158 ] was singular mod 8419 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x - 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1);; ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.949 seconds, Total memory usage: 5.67MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:40:57 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:40:36 on modular [Seed = 2642678747] ------------------------------------- 2 Point [ 1, 901, 3366, 4313 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3569, 5621, 5476 ] was singular mod 6007 and ignored at the #3 lift Point [ 1, 3708, 5283, 1318 ] was singular mod 6007 and ignored at the #3 lift Errors: /bin/sh: line 1: 9215 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:41:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:41:07 on modular [Seed = 1669000517] ------------------------------------- 2 Point [ 1, 334, 3889, 3980 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 1271, 825, 2368 ] was singular mod 5003 and ignored at the #1 lift Errors: /bin/sh: line 1: 9222 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:42:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:41:49 on modular [Seed = 1769006945] ------------------------------------- 2 Point [ 1, 1362, 874, 2617 ] was singular mod 3001 and ignored at the #1 lift Point [ 1, 1972, 2826, 110 ] was singular mod 3001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 13.410 seconds, Total memory usage: 7.01MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:42:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:42:15 on modular [Seed = 1970076567] ------------------------------------- 2 Point [ 1, 3043, 3349, 794 ] was singular mod 3607 and ignored at the #1 lift Point [ 1, 3572, 454, 1226 ] was singular mod 3607 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 15.910 seconds, Total memory usage: 7.12MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:42:51 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)) Output: Magma V2.11-6 Mon Sep 27 2004 22:42:45 on modular [Seed = 975418618] ------------------------------------- 15092213344261934632915335947860337839481663472960764009 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:43:02 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:42:45 on modular [Seed = 958445561] ------------------------------------- 2 Point [ 1, 3433, 2388, 800 ] was singular mod 4001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 17.179 seconds, Total memory usage: 7.23MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:43:37 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:43:17 on modular [Seed = 3975504460] ------------------------------------- 2 Point [ 1, 714, 4156, 2290 ] was singular mod 4507 and ignored at the #1 lift Point [ 1, 3991, 4248, 146 ] was singular mod 4507 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.699 seconds, Total memory usage: 8.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:44:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:43:51 on modular [Seed = 3908134506] ------------------------------------- 2 Point [ 1, 3276, 1089, 3777 ] was singular mod 4801 and ignored at the #3 lift Errors: /bin/sh: line 1: 9357 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:44:55 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)) Output: Magma V2.11-6 Mon Sep 27 2004 22:44:54 on modular [Seed = 4109198775] ------------------------------------- 2282262901320740930959827851462139190750209943542496883 Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:46:03 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)) Output: Magma V2.11-6 Mon Sep 27 2004 22:46:03 on modular [Seed = 4293291761] ------------------------------------- 16488584560817096946898878558920623788283110163955150081 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:46:44 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([457,-556,-54726,377628,-734287]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4760); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:46:26 on modular [Seed = 4209208093] ------------------------------------- 2 Point [ 1, 3723, 2499, 1490 ] was singular mod 4783 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 18.329 seconds, Total memory usage: 7.11MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:47:17 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)) Output: Magma V2.11-6 Mon Sep 27 2004 22:47:17 on modular [Seed = 3285864979] ------------------------------------- 9357834980756354346222595856371958836197225528317194801 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:47:46 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,4760); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:47:34 on modular [Seed = 3553247856] ------------------------------------- 2 Point [ 1, 9, 515, 37 ] was singular mod 4783 and ignored at the #3 lift Point [ 1, 3429, 1558, 159 ] was singular mod 4783 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 11.400 seconds, Total memory usage: 5.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:48:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:48:01 on modular [Seed = 2814260771] ------------------------------------- 2 Point [ 1, 2504, 4921, 5708 ] was singular mod 9001 and ignored at the #3 lift Point [ 1, 2600, 1374, 3773 ] was singular mod 9001 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.410 seconds, Total memory usage: 5.12MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:48:51 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)) Output: Magma V2.11-6 Mon Sep 27 2004 22:48:51 on modular [Seed = 3047957955] ------------------------------------- 1254878143993485443754165069625209697799685333596237977 Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:49:59 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:49:38 on modular [Seed = 2963873943] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field Elliptic Curve defined by y^2 = x^3 + 8375236*x over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.870 seconds, Total memory usage: 5.12MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:50:33 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9300); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:50:12 on modular [Seed = 3215339454] ------------------------------------- 2 Point [ 1, 2950, 7553, 8513 ] was singular mod 9311 and ignored at the #3 lift Errors: /bin/sh: line 1: 9434 Killed nice -n 19 /usr/local/bin/magma '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:51:34 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,8375236,0]); f := P!Reverse([-1447,0,17364,46304,40516]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9260); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:51:13 on modular [Seed = 3147967359] ------------------------------------- 2 Point [ 1, 4793, 6560, 8828 ] was singular mod 9277 and ignored at the #3 lift Point [ 1, 5236, 726, 7668 ] was singular mod 9277 and ignored at the #1 lift Errors: /bin/sh: line 1: 9438 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:52:17 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(1254878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:52:04 on modular [Seed = 2157514801] ------------------------------------- 32604430804534631281618924715578349467925361518784431341 [ <627814742644384112520116201, 1>, <1998803243625471269211190577, 1> ] Total time: 12.789 seconds, Total memory usage: 4.00MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:52:32 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(254878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:52:32 on modular [Seed = 2291210269] ------------------------------------- 52650112699791076122006359421006796292495347997004675799 [ <3, 3>, <19, 1>, <73, 2>, <109, 1>, <10457, 1>, <29380691, 1>, <1431731660403673, 1>, <1944519354498485839, 1> ] Total time: 0.440 seconds, Total memory usage: 3.66MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:52:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,6000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:52:38 on modular [Seed = 2525955589] ------------------------------------- 2 Point [ 1, 5974, 4005, 2607 ] was singular mod 6007 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 16.820 seconds, Total memory usage: 6.14MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:54:19 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(54878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:54:18 on modular [Seed = 2642677419] ------------------------------------- 18379946943236831752151111541280838388188655846054019943 [ <61, 1>, <67709, 1>, <40754199443, 1>, <248731942255922627, 1>, <1310748147431181593, 1> ] Total time: 0.840 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:54:41 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(4878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:54:40 on modular [Seed = 1802696820] ------------------------------------- 53279257439920894505944252121319892370588951750430660787 [ <6661, 1>, <201599, 1>, <9921536037067, 1>, <366140604609118977744156720529, 1> ] Total time: 1.470 seconds, Total memory usage: 3.86MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:54:51 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:54:51 on modular [Seed = 1685976944] ------------------------------------- 6663407142467232276732281352867329290476627574132607519 [ <878143993485443754165069625209697799685333596237977, 1> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:54:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,9000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:54:30 on modular [Seed = 2542666909] ------------------------------------- 2 Point [ 1, 5056, 3551, 1114 ] was singular mod 9001 and ignored at the #1 lift Point [ 1, 7219, 7591, 3703 ] was singular mod 9001 and ignored at the #3 lift Errors: /bin/sh: line 1: 11771 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:10 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(78143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:09 on modular [Seed = 2120740252] ------------------------------------- 12542746086123380724641270198612926133243571352362128917 [ <37, 2>, <337, 1>, <1061, 1>, <16957531853, 1>, <919233528002593, 1>, <10241377412346161, 1> ] Total time: 0.830 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:19 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(8143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:18 on modular [Seed = 1987044751] ------------------------------------- 3134075026444546226279753712756275919508015132442648939 [ <67, 1>, <9467, 1>, <21481, 1>, <23887, 1>, <25022697924072258880618084472643119, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:26 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:24 on modular [Seed = 1902699138] ------------------------------------- 24308442706033042086646747468685683771881897836310713873 [ <27526943, 1>, <81874290402869123, 1>, <63890650746870155354093, 1> ] Total time: 1.040 seconds, Total memory usage: 3.68MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:33 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(43993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:32 on modular [Seed = 1197397132] ------------------------------------- 13881268598687328831572784311354312711766099389140266443 [ <17, 1>, <313, 1>, <35829996810709, 1>, <230753524165497413329439274893, 1> ] Total time: 1.690 seconds, Total memory usage: 3.79MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:40 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(3993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:39 on modular [Seed = 1079628676] ------------------------------------- 41666088237227007935149472633920618789580733625687521841 [ <3, 1>, <1613, 1>, <29492387, 1>, <2413862807, 1>, <6855021311, 1>, <1691083947936557, 1> ] Total time: 0.440 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:44 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:44 on modular [Seed = 1497418374] ------------------------------------- 40204712759890229878970042232590238339910977601012970131 [ <3, 1>, <331161814584721689875069899266561777865412659, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:55:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:55:29 on modular [Seed = 1247009156] ------------------------------------- 2 Point [ 1, 5410, 6634, 8421 ] was singular mod 8803 and ignored at the #3 lift Errors: /bin/sh: line 1: 11813 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:55:55 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(93485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:55:55 on modular [Seed = 1397407879] ------------------------------------- 34657484323915680881933505231135032978507806558358191943 [ <3, 1>, <289857211951, 1>, <107507466779848678553088699810109, 1> ] Total time: 0.550 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:56:02 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(3485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:56:01 on modular [Seed = 775404928] ------------------------------------- 36629548103962097675627485184258435150372068597800220627 [ <3, 1>, <6272291089, 1>, <1650970021607, 1>, <112194464867083475333, 1> ] Total time: 0.460 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:56:06 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:56:06 on modular [Seed = 658420878] ------------------------------------- 6604777322635344562630682276615978262869975504723547841 [ <3, 3>, <7, 1>, <2568485471772855159839670897805997863693, 1> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:56:12 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(85443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:56:12 on modular [Seed = 1059499164] ------------------------------------- 71458057365115583948718864836456596779178790455890629917 [ <23, 1>, <8501, 1>, <437001039085271938389334245512464499, 1> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:56:21 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:56:20 on modular [Seed = 975415681] ------------------------------------- 4782974687561478415504193540153605461855932878294648943 [ <596237977, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:56:28 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:56:07 on modular [Seed = 574337418] ------------------------------------- 2 Point [ 1, 6246, 4129, 3486 ] was singular mod 8419 and ignored at the #1 lift Point [ 1, 7998, 3211, 6322 ] was singular mod 8419 and ignored at the #1 lift Errors: /bin/sh: line 1: 11853 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:56:56 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(1254878143993485443754165069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:56:43 on modular [Seed = 824746677] ------------------------------------- 12580426640397175358006533930000277503306693072111579471 [ <627814742644384112520116201, 1>, <1998803243625471269211190577, 1> ] Total time: 12.929 seconds, Total memory usage: 4.00MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:57:01 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7600); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:56:41 on modular [Seed = 875407282] ------------------------------------- 2 Point [ 1, 6979, 4484, 7205 ] was singular mod 7603 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.890 seconds, Total memory usage: 6.14MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:57:42 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([37,21,-2562,13993,142823]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:57:22 on modular [Seed = 152083316] ------------------------------------- 2 Point [ 1, 550, 3746, 6588 ] was singular mod 7817 and ignored at the #3 lift Point [ 1, 5056, 1587, 4713 ] was singular mod 7817 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.649 seconds, Total memory usage: 6.14MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:57:45 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(1254878143993485443754165069625209697799685333596237977) Factorization(596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:57:45 on modular [Seed = 35360836] ------------------------------------- 1369780542212440721693299534867606451451290042109733837 >> Factorization(596237977); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:58:21 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:58:21 on modular [Seed = 453151033] ------------------------------------- 64136064066855521080351476836528197124136948131657575789 [ <596237977, 1> ] Total time: 0.180 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:58:22 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7800); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Sep 27 2004 22:58:01 on modular [Seed = 503811144] ------------------------------------- 2 Point [ 1, 636, 5899, 3178 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 2312, 7745, 1769 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 4630, 933, 4130 ] was singular mod 7817 and ignored at the #1 lift Point [ 1, 5377, 3459, 530 ] was singular mod 7817 and ignored at the #1 lift Errors: /bin/sh: line 1: 11889 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Mon Sep 27 22:58:46 2004 Input: NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(5069625209697799685333596237977) Output: Magma V2.11-6 Mon Sep 27 2004 22:58:46 on modular [Seed = 3858528236] ------------------------------------- 38331358853357366409618245225458244880077979716781928229 [ <3, 1>, <197, 1>, <193357, 1>, <353807, 1>, <125389754634473053, 1> ] Total time: 0.200 seconds, Total memory usage: 3.51MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 22:58:55 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7200); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 22:58:35 on modular [Seed = 3975511768] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.949 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 23:00:36 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7400); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 23:00:16 on modular [Seed = 4259606354] ------------------------------------- 2 Point [ 1, 1457, 721, 4979 ] was singular mod 7411 and ignored at the #3 lift Point [ 1, 3972, 6013, 2467 ] was singular mod 7411 and ignored at the #3 lift Point [ 1, 4764, 3201, 6435 ] was singular mod 7411 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.730 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 23:02:21 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 23:02:01 on modular [Seed = 4142883760] ------------------------------------- 2 Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.600 seconds, Total memory usage: 6.55MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.167 (66.63.133.167) Time: Mon Sep 27 23:04:43 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-23031899,42416382722]); f := P!Reverse([578,1106,-3093,-3948,6694]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,7560); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Sep 27 2004 23:04:22 on modular [Seed = 4075513643] ------------------------------------- 2 Point [ 1, 1670, 3484, 754 ] was singular mod 7561 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field Elliptic Curve defined by y^2 = x^3 - 23031899*x + 42416382722 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 20.620 seconds, Total memory usage: 6.56MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 00:54:08 2004 Input: NextPrime(Random(2^133))*NextPrime(Random(2^133)) Output: Magma V2.11-6 Tue Sep 28 2004 00:54:08 on modular [Seed = 3754324161] ------------------------------------- 6047946369472521534767245890650505615703273705323513108110435974573826513646250\ 9 Total time: 0.200 seconds, Total memory usage: 3.51MB 'form' ************** MAGMA ***************** Host form (140.247.29.178) Time: Tue Sep 28 15:56:29 2004 Input: ModularSymbols("997A"); Output: Magma V2.11-6 Tue Sep 28 2004 15:56:26 on modular [Seed = 3181722926] ------------------------------------- Modular symbols space for Gamma_0(997) of weight 2 and dimension 2 over Rational Field Total time: 2.620 seconds, Total memory usage: 11.17MB '216.58.' ************** MAGMA ***************** Host 216.58.64.34 (216.58.64.34) Time: Tue Sep 28 20:40:46 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Tue Sep 28 2004 20:40:46 on modular [Seed = 925659829] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:13:11 2004 Input: factorint(nextprime(random(2^93))*nextprime(random(2^93))) Output: Magma V2.11-6 Tue Sep 28 2004 22:13:11 on modular [Seed = 3198543239] ------------------------------------- >> factorint(nextprime(random(2^93))*nextprime(random(2^93))); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:13:20 2004 Input: factorization(nextprime(random(2^93))*nextprime(random(2^93))) Output: Magma V2.11-6 Tue Sep 28 2004 22:13:20 on modular [Seed = 3147882741] ------------------------------------- >> factorization(nextprime(random(2^93))*nextprime(random(2^93))); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:14:10 2004 Input: Factorization(NextPrime(Random(2^93))*NextPrime(Random(2^93))) Output: Magma V2.11-6 Tue Sep 28 2004 22:13:50 on modular [Seed = 3031429092] ------------------------------------- [ <6141335782479942443412898921, 1>, <9341164542469815779841686141, 1> ] Total time: 19.379 seconds, Total memory usage: 4.10MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:14:32 2004 Input: %Factorization(NextPrime(Random(2^93))*NextPrime(Random(2^93))) Output: WARNING: MAGMA command contains unsafe command '%', so it will not be executed. '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:14:41 2004 Input: 'Factorization(NextPrime(Random(2^93))*NextPrime(Random(2^93))) Output: Magma V2.11-6 Tue Sep 28 2004 22:14:41 on modular [Seed = 3419443284] ------------------------------------- >> 'Factorization(NextPrime(Random(2^93))*NextPrime(Random(2^93))); ^ User error: Unexpected newline in literal identifier Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:14:46 2004 Input: //Factorization(NextPrime(Random(2^93))*NextPrime(Random(2^93))) Output: Magma V2.11-6 Tue Sep 28 2004 22:14:46 on modular [Seed = 3302989660] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:25:37 2004 Input: n := NextPrime(Random(2^90))*NextPrime(Random(2^90)); //Factorization(n) Output: Magma V2.11-6 Tue Sep 28 2004 22:25:35 on modular [Seed = 4041977057] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:25:44 2004 Input: n := NextPrime(Random(2^90))*NextPrime(Random(2^90)) //Factorization(n) Output: Magma V2.11-6 Tue Sep 28 2004 22:25:42 on modular [Seed = 353257762] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:25:54 2004 Input: n := NextPrime(Random(2^90))*NextPrime(Random(2^90)); n; //Factorization(n) Output: Magma V2.11-6 Tue Sep 28 2004 22:25:52 on modular [Seed = 453003066] ------------------------------------- 116909364916657885683634386802643958869401462937858491 Total time: 0.200 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:27:06 2004 Input: n := NextPrime(Random(2^93))*NextPrime(Random(2^93)); Factorization(n) Output: Magma V2.11-6 Tue Sep 28 2004 22:24:05 on modular [Seed = 4259749942] ------------------------------------- [ <1718565135532211874482573059, 1>, <7841015172478499506039463923, 1> ] Total time: 16.050 seconds, Total memory usage: 4.02MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:27:34 2004 Input: n := NextPrime(Random(2^90))*NextPrime(Random(2^90)); Factorization(n) Output: Magma V2.11-6 Tue Sep 28 2004 22:25:31 on modular [Seed = 4126058983] ------------------------------------- [ <516826502424521596746743173, 1>, <1067830582175951567455156219, 1> ] Total time: 8.859 seconds, Total memory usage: 3.99MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:29:53 2004 Input: n := NextPrime(Random(2^9))*NextPrime(Random(2^90)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:29:50 on modular [Seed = 858287164] ------------------------------------- 60507423027537993609897939413 [ <79, 1>, <765916747184025235568328347, 1> ] Total time: 0.190 seconds, Total memory usage: 3.51MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:31:48 2004 Input: n := NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:31:43 on modular [Seed = 758543027] ------------------------------------- 542492116448471654494346099 [ <20702868291419, 1>, <26203717707721, 1> ] Total time: 0.390 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:31:48 2004 Input: n := NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:31:40 on modular [Seed = 674461621] ------------------------------------- 262654959918273146060395357 [ <7851955274771, 1>, <33450898626767, 1> ] Total time: 0.370 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:32:22 2004 Input: n := NextPrime(Random(2^90))*NextPrime(Random(2^90)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:30:11 on modular [Seed = 1009214238] ------------------------------------- 559796457955839559734355584333798754158455431501387333 [ <608123069623047379114122397, 1>, <920531527118082087380102089, 1> ] Total time: 11.630 seconds, Total memory usage: 4.01MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:32:25 2004 Input: n := NextPrime(Random(2^60))*NextPrime(Random(2^60)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:32:16 on modular [Seed = 1497499384] ------------------------------------- 751371154242894511057472568051417833 [ <814587241370794477, 1>, <922394945664114029, 1> ] Total time: 0.460 seconds, Total memory usage: 3.66MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:33:08 2004 Input: n := NextPrime(Random(2^70))*NextPrime(Random(2^70)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:32:58 on modular [Seed = 1079713675] ------------------------------------- 8807270584937810508869121871911336339373 [ <25368466521834051953, 1>, <347173944367413638141, 1> ] Total time: 0.860 seconds, Total memory usage: 3.69MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:34:26 2004 Input: n := NextPrime(Random(2^80))*NextPrime(Random(2^80)); n; Factorization(n); Output: Magma V2.11-6 Tue Sep 28 2004 22:33:43 on modular [Seed = 1246827612] ------------------------------------- 368960655457485010313814408330661601240670678401 [ <312638745896354160858343, 1>, <1180150126305210616690007, 1> ] Total time: 3.799 seconds, Total memory usage: 3.88MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Tue Sep 28 22:41:50 2004 Input: n := NextPrime(Random(2^141))*NextPrime(Random(2^141)); n; Output: Magma V2.11-6 Tue Sep 28 2004 22:41:47 on modular [Seed = 2120556419] ------------------------------------- 1482446281911167496349438022126068767925072149763913246924026712476451235341160\ 110821 Total time: 0.200 seconds, Total memory usage: 3.51MB '202.180' ************** MAGMA ***************** Host 202.180.83.7 (202.180.83.7) Time: Wed Sep 29 06:12:28 2004 Input: 1+1= Output: Magma V2.11-6 Wed Sep 29 2004 06:12:27 on modular [Seed = 2608877570] ------------------------------------- >> 1+1=; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '202.180' ************** MAGMA ***************** Host 202.180.83.7 (202.180.83.7) Time: Wed Sep 29 06:12:47 2004 Input: PRINT 1+1 Output: Magma V2.11-6 Wed Sep 29 2004 06:12:47 on modular [Seed = 2626115345] ------------------------------------- >> PRINT 1+1; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '202.180' ************** MAGMA ***************** Host 202.180.83.7 (202.180.83.7) Time: Wed Sep 29 06:12:57 2004 Input: 1+1 Output: Magma V2.11-6 Wed Sep 29 2004 06:12:56 on modular [Seed = 2174372411] ------------------------------------- 2 Total time: 0.180 seconds, Total memory usage: 3.51MB '202.180' ************** MAGMA ***************** Host 202.180.83.7 (202.180.83.7) Time: Wed Sep 29 06:13:26 2004 Input: 100! Output: Magma V2.11-6 Wed Sep 29 2004 06:13:26 on modular [Seed = 2308063837] ------------------------------------- >> 100!; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '202.180' ************** MAGMA ***************** Host 202.180.83.7 (202.180.83.7) Time: Wed Sep 29 06:13:45 2004 Input: !100 Output: Magma V2.11-6 Wed Sep 29 2004 06:13:45 on modular [Seed = 2997451129] ------------------------------------- >> !100; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Wed Sep 29 06:37:58 2004 Input: 5+6; Output: Magma V2.11-6 Wed Sep 29 2004 06:37:58 on modular [Seed = 2191086353] ------------------------------------- 11 Total time: 0.190 seconds, Total memory usage: 3.51MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Wed Sep 29 06:38:17 2004 Input: (a+b)^2; Output: Magma V2.11-6 Wed Sep 29 2004 06:38:17 on modular [Seed = 2341493255] ------------------------------------- >> (a+b)^2; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '80.207.' ************** MAGMA ***************** Host 80.207.56.29 (80.207.56.29) Time: Wed Sep 29 09:29:21 2004 Input: hj4545 Output: Magma V2.11-6 Wed Sep 29 2004 09:29:20 on modular [Seed = 1497538814] ------------------------------------- >> hj4545; ^ User error: Identifier 'hj4545' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.51MB '80.62.2' ************** MAGMA ***************** Host 80.62.241.203 (80.62.241.203) Time: Wed Sep 29 11:23:28 2004 Input: ver Output: Magma V2.11-6 Wed Sep 29 2004 11:23:28 on modular [Seed = 2730045647] ------------------------------------- >> ver; ^ User error: Identifier 'ver' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:55:21 2004 Input: P2 := ProjectivePlane(FiniteField(71)); C := Curve(P2,(x^3 + y^2*z)^2 - x^5*z); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:55:20 on modular [Seed = 941784126] ------------------------------------- Curve over GF(71) defined by x^6 + 70*x^5*z + 2*x^3*y^2*z + y^4*z^2 10 0 73 18 Total time: 0.270 seconds, Total memory usage: 7.96MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:55:36 2004 Input: P2 := ProjectivePlane(FiniteField(71)); C := Curve(P2, x^2 + y^2 + z^2; C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:55:36 on modular [Seed = 858355461] ------------------------------------- >> C := Curve(P2, x^2 + y^2 + z^2; ^ User error: bad syntax >> C; ^ User error: Identifier 'C' has not been declared or assigned >> ArithmeticGenus(C); ^ User error: Identifier 'C' has not been declared or assigned >> Genus(C); ^ User error: Identifier 'C' has not been declared or assigned >> #RationalPoints(C); ^ User error: Identifier 'C' has not been declared or assigned >> Z := SingularSubscheme(C); ^ User error: Identifier 'C' has not been declared or assigned >> Degree(Z);; ^ User error: Identifier 'Z' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:55:42 2004 Input: P2 := ProjectivePlane(FiniteField(71)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:55:42 on modular [Seed = 741763100] ------------------------------------- Curve over GF(71) defined by x^2 + y^2 + z^2 0 0 72 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:12 2004 Input: P2 := ProjectivePlane(FiniteField(101)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:12 on modular [Seed = 691236219] ------------------------------------- Curve over GF(101) defined by x^2 + y^2 + z^2 0 0 102 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:16 2004 Input: P2 := ProjectivePlane(FiniteField(3)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:16 on modular [Seed = 574121580] ------------------------------------- Curve over GF(3) defined by x^2 + y^2 + z^2 0 0 4 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:19 2004 Input: P2 := ProjectivePlane(FiniteField(5)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:19 on modular [Seed = 1598364434] ------------------------------------- Curve over GF(5) defined by x^2 + y^2 + z^2 0 0 6 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:27 2004 Input: P2 := ProjectivePlane(FiniteField(7)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:22 on modular [Seed = 1480727568] ------------------------------------- Curve over GF(7) defined by x^2 + y^2 + z^2 0 0 8 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:32 2004 Input: P2 := ProjectivePlane(FiniteField(9)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:32 on modular [Seed = 1431245099] ------------------------------------- Curve over GF(3^2) defined by x^2 + y^2 + z^2 0 0 10 0 Total time: 0.190 seconds, Total memory usage: 3.76MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:35 2004 Input: P2 := ProjectivePlane(FiniteField(4)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:35 on modular [Seed = 1314130483] ------------------------------------- Curve over GF(2^2) defined by x^2 + y^2 + z^2 0 >> Genus(C); ^ Runtime error in 'Genus': Genus cannot be computed 5 2 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:46 2004 Input: P2 := ProjectivePlane(FiniteField(10)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:46 on modular [Seed = 1263603515] ------------------------------------- >> P2 := ProjectivePlane(FiniteField(10)); ^ Runtime error in 'FiniteField': Argument 1 (10) is not a prime power >> C := Curve(P2, x^2 + y^2 + z^2); ^ User error: Identifier 'x' has not been declared or assigned >> C; ^ User error: Identifier 'C' has not been declared or assigned >> ArithmeticGenus(C); ^ User error: Identifier 'C' has not been declared or assigned >> Genus(C); ^ User error: Identifier 'C' has not been declared or assigned >> #RationalPoints(C); ^ User error: Identifier 'C' has not been declared or assigned >> Z := SingularSubscheme(C); ^ User error: Identifier 'C' has not been declared or assigned >> Degree(Z);; ^ User error: Identifier 'Z' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:50 2004 Input: P2 := ProjectivePlane(FiniteField(11)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:50 on modular [Seed = 1147011112] ------------------------------------- Curve over GF(11) defined by x^2 + y^2 + z^2 0 0 12 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:53 2004 Input: P2 := ProjectivePlane(FiniteField(13)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:53 on modular [Seed = 1096484138] ------------------------------------- Curve over GF(13) defined by x^2 + y^2 + z^2 0 0 14 0 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:56:56 2004 Input: P2 := ProjectivePlane(FiniteField(17)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:56:56 on modular [Seed = 2053127708] ------------------------------------- Curve over GF(17) defined by x^2 + y^2 + z^2 0 0 18 0 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:57:00 2004 Input: P2 := ProjectivePlane(FiniteField(19)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:57:00 on modular [Seed = 2003645205] ------------------------------------- Curve over GF(19) defined by x^2 + y^2 + z^2 0 0 20 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:57:05 2004 Input: P2 := ProjectivePlane(FiniteField(25)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:57:05 on modular [Seed = 1886008559] ------------------------------------- Curve over GF(5^2) defined by x^2 + y^2 + z^2 0 0 26 0 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:57:09 2004 Input: P2 := ProjectivePlane(FiniteField(27)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:57:09 on modular [Seed = 1836526070] ------------------------------------- Curve over GF(3^3) defined by x^2 + y^2 + z^2 0 0 28 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:02 2004 Input: P2 := ProjectivePlane(FiniteField(27)); C := Curve(P2, 2*x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:02 on modular [Seed = 1702830529] ------------------------------------- Curve over GF(3^3) defined by 2*x^2 + y^2 + z^2 0 0 28 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:10 2004 Input: P2 := ProjectivePlane(FiniteField(101)); C := Curve(P2, 2*x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:10 on modular [Seed = 2659506754] ------------------------------------- Curve over GF(101) defined by 2*x^2 + y^2 + z^2 0 0 102 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:15 2004 Input: P2 := ProjectivePlane(FiniteField(101)); C := Curve(P2, 2*x^2 + 3*y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:14 on modular [Seed = 2608979779] ------------------------------------- Curve over GF(101) defined by 2*x^2 + 3*y^2 + z^2 0 0 102 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:20 2004 Input: P2 := ProjectivePlane(FiniteField(101)); C := Curve(P2, 2*x^2 + 3*y^2 + 6*z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:20 on modular [Seed = 2458441280] ------------------------------------- Curve over GF(101) defined by 2*x^2 + 3*y^2 + 6*z^2 0 0 102 0 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:37 2004 Input: P2 := ProjectivePlane(FiniteField(101)); C := Curve(P2, x^2 + y^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:37 on modular [Seed = 2358691919] ------------------------------------- Curve over GF(101) defined by x^2 + y^2 0 >> Genus(C); ^ Runtime error in 'Genus': Genus cannot be computed 203 1 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:43 2004 Input: P2 := ProjectivePlane(FiniteField(97)); C := Curve(P2, x^2 + y^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:43 on modular [Seed = 2308164980] ------------------------------------- Curve over GF(97) defined by x^2 + y^2 0 >> Genus(C); ^ Runtime error in 'Genus': Genus cannot be computed 195 1 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.91.' ************** MAGMA ***************** Host 130.91.49.169 (130.91.49.169) Time: Wed Sep 29 14:58:54 2004 Input: P2 := ProjectivePlane(FiniteField(97)); C := Curve(P2, x^2 + y^2 + z^2); C; ArithmeticGenus(C); Genus(C); #RationalPoints(C); Z := SingularSubscheme(C); Degree(Z); Output: Magma V2.11-6 Wed Sep 29 2004 14:58:54 on modular [Seed = 2191050354] ------------------------------------- Curve over GF(97) defined by x^2 + y^2 + z^2 0 0 98 0 Total time: 0.190 seconds, Total memory usage: 3.66MB '68.85.1' ************** MAGMA ***************** Host 68.85.131.94 (68.85.131.94) Time: Wed Sep 29 17:06:55 2004 Input: jhjj Output: Magma V2.11-6 Wed Sep 29 2004 17:06:55 on modular [Seed = 336492251] ------------------------------------- >> jhjj; ^ User error: Identifier 'jhjj' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '68.85.1' ************** MAGMA ***************** Host 68.85.131.94 (68.85.131.94) Time: Wed Sep 29 17:07:24 2004 Input: calc Output: Magma V2.11-6 Wed Sep 29 2004 17:07:23 on modular [Seed = 1618609483] ------------------------------------- >> calc; ^ User error: Identifier 'calc' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:19:09 2004 Input: 6501*4321 Output: Magma V2.11-6 Thu Sep 30 2004 00:19:08 on modular [Seed = 2980805033] ------------------------------------- 28090821 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:19:38 2004 Input: 596501*9634321 Output: Magma V2.11-6 Thu Sep 30 2004 00:19:37 on modular [Seed = 3114496452] ------------------------------------- 5746882110821 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:20:13 2004 Input: 696501*9634321 Output: Magma V2.11-6 Thu Sep 30 2004 00:20:13 on modular [Seed = 2174437848] ------------------------------------- 6710314210821 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:20:27 2004 Input: 596501*9634321 Output: Magma V2.11-6 Thu Sep 30 2004 00:20:26 on modular [Seed = 2492357690] ------------------------------------- 5746882110821 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:21:57 2004 Input: NextPrime(Random(2^132))*NextPrime(Random(2^132)) Output: Magma V2.11-6 Thu Sep 30 2004 00:21:57 on modular [Seed = 2458409555] ------------------------------------- 1202803660496676046188463952999289809475959706541622512575107294599314749746663 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:08 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); Output: Magma V2.11-6 Thu Sep 30 2004 00:22:08 on modular [Seed = 2676315979] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:12 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)) Output: Magma V2.11-6 Thu Sep 30 2004 00:22:11 on modular [Seed = 3841862707] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:17 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n Output: Magma V2.11-6 Thu Sep 30 2004 00:22:17 on modular [Seed = 3791333692] ------------------------------------- 237062825859912312651386544267721323733416960864975869819262053249222614374481 Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:27 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n sqrt(n) Output: Magma V2.11-6 Thu Sep 30 2004 00:22:27 on modular [Seed = 4008977865] ------------------------------------- >> sqrt(n); ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:32 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n Sqrt(n) Output: Magma V2.11-6 Thu Sep 30 2004 00:22:32 on modular [Seed = 4142677466] ------------------------------------- >> Sqrt(n); ^ User error: bad syntax Total time: 0.210 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:38 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n Sqrt(n); Output: Magma V2.11-6 Thu Sep 30 2004 00:22:38 on modular [Seed = 4092147929] ------------------------------------- >> Sqrt(n);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:22:51 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n n^(1/2); Output: Magma V2.11-6 Thu Sep 30 2004 00:22:51 on modular [Seed = 4175573959] ------------------------------------- >> n^(1/2);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:23:00 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n n**(1/2); Output: Magma V2.11-6 Thu Sep 30 2004 00:22:59 on modular [Seed = 3319729858] ------------------------------------- >> n**(1/2);; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:23:06 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n n/2 Output: Magma V2.11-6 Thu Sep 30 2004 00:23:05 on modular [Seed = 3436578753] ------------------------------------- >> n/2; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:23:16 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n Evaluate(n/2) Output: Magma V2.11-6 Thu Sep 30 2004 00:23:16 on modular [Seed = 3386049241] ------------------------------------- >> Evaluate(n/2); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:23:27 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n Sqrt(n) Output: Magma V2.11-6 Thu Sep 30 2004 00:23:27 on modular [Seed = 3603701197] ------------------------------------- >> Sqrt(n); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:24:00 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n n^2 Output: Magma V2.11-6 Thu Sep 30 2004 00:24:00 on modular [Seed = 3703969688] ------------------------------------- >> n^2; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:24:15 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=sqrt(n) Output: Magma V2.11-6 Thu Sep 30 2004 00:24:15 on modular [Seed = 3653440146] ------------------------------------- >> m:=sqrt(n); ^ User error: Identifier 'sqrt' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:24:21 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n) Output: Magma V2.11-6 Thu Sep 30 2004 00:24:21 on modular [Seed = 624946807] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:24:28 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n); m; Output: Magma V2.11-6 Thu Sep 30 2004 00:24:28 on modular [Seed = 540732283] ------------------------------------- 1.821512868451682200236560489468281364999E39 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:24:58 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n)*10^39; m; Output: Magma V2.11-6 Thu Sep 30 2004 00:24:58 on modular [Seed = 724689046] ------------------------------------- 3.0001080366872401665380927214559139303488883E78 Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:05 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n); m; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:04 on modular [Seed = 908918193] ------------------------------------- 5.334346500458405374883840694230302131376E38 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:17 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n)/10^38; m; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:17 on modular [Seed = 824965819] ------------------------------------- 23.929235947071017043785568098756217209456 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:23 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n)/10^39; m; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:23 on modular [Seed = 1009186728] ------------------------------------- 1.805215209816699239631037636657539039735 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:35 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n)/10^39; m; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:34 on modular [Seed = 52021402] ------------------------------------- 0.958168001260484025798956625669591421270 Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:41 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n); m; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:41 on modular [Seed = 236242412] ------------------------------------- 3.0957275372755657162167110644132339162383E39 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:25:52 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); n; Output: Magma V2.11-6 Thu Sep 30 2004 00:25:52 on modular [Seed = 152290046] ------------------------------------- 96577672648352491806707388306638695219696419735042143647121105766480770352593 Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:27:37 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n); Output: Magma V2.11-6 Thu Sep 30 2004 00:27:37 on modular [Seed = 336518666] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:27:41 2004 Input: n:=NextPrime(Random(2^132))*NextPrime(Random(2^132)); m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:27:40 on modular [Seed = 520475908] ------------------------------------- 1.882635328360530016083051879053893614853E39 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:27:54 2004 Input: n:=NextPrime(Random(2^13))*NextPrime(Random(2^13)); m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:27:54 on modular [Seed = 436260983] ------------------------------------- 2179.552935810461108241712145437664203711856 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:04 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:04 on modular [Seed = 1702866710] ------------------------------------- 23763087043539.903939327240647525219083751735108635201 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:24 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:24 on modular [Seed = 1618651695] ------------------------------------- 666235012711002436997263721 25811528678305.793769716265140040279403602426901184036 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:27 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:27 on modular [Seed = 1802608935] ------------------------------------- 364645781536737646476770359 19095700603453.585946588498122701149477353136584460111 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:29 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:28 on modular [Seed = 1986837565] ------------------------------------- 323362611889274248871239921 17982286058487.509470443612034219920453742879640899639 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:30 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:29 on modular [Seed = 2120528948] ------------------------------------- 104345145360356892494536463 10214947154065.795385833482793914169236763960940465631 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:31 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:31 on modular [Seed = 2036577073] ------------------------------------- 28077288522630220376305097 5298800668323.938789859773666468499188081489157373803 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:32 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:31 on modular [Seed = 1147047436] ------------------------------------- 353089120259632432618281169 18790665774783.831022699206089552532867764752515705886 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:33 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:32 on modular [Seed = 1331004696] ------------------------------------- 66946925959572873512111323 8182110116563.628448226181631869774905105518417620789 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:33 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:33 on modular [Seed = 1230209823] ------------------------------------- 179743410388138360513919933 13406841924485.361832840998479845328064038630166552562 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:35 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:34 on modular [Seed = 1414438401] ------------------------------------- 198877142430109967675679299 14102380736248.400114518706339340287315548559340043133 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:36 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:35 on modular [Seed = 1598395659] ------------------------------------- 160659693097078554447033929 12675160476186.427930437161497392347369029303050289066 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:36 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:36 on modular [Seed = 1514180617] ------------------------------------- 308013140698116838376813893 17550303151174.250824135622637436231722185652126688731 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:37 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:37 on modular [Seed = 2780786679] ------------------------------------- 74900280684962547749425429 8654494825520.583078871644149258158434845011106246833 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:38 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:38 on modular [Seed = 2696571633] ------------------------------------- 543967952049593138046629201 23323120546993.559155993611550652688168518249240659441 Total time: 0.200 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:39 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:39 on modular [Seed = 2880528891] ------------------------------------- 231386083087048102263472159 15211380052021.844814776825674832838834963421383459223 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:40 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:40 on modular [Seed = 3064757481] ------------------------------------- 358577551589299209687052573 18936144052823.933079952409185436844523523628137852848 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:42 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:41 on modular [Seed = 2980805612] ------------------------------------- 423500741386952902467629041 20579133640339.500513285791082541380599925725151166851 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:43 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:42 on modular [Seed = 3165026017] ------------------------------------- 659294671993806697186292473 25676734060113.772522093869612894538035898933737743624 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:44 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:44 on modular [Seed = 2275233244] ------------------------------------- 237323090285097860827561391 15405294229098.575085337686021048688531265103364166943 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:45 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:45 on modular [Seed = 2191018200] ------------------------------------- 844750372549264550475395897 29064589667656.836721650257566684465211304569665356090 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:46 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:46 on modular [Seed = 2375501780] ------------------------------------- 1057325660099164836260672611 32516544405873.832586991788428477556093307796609779408 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:47 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:47 on modular [Seed = 2291286736] ------------------------------------- 277762259415837487804331671 16666201109306.1482894781365326931988576327549230746339 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:48 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:48 on modular [Seed = 2475252020] ------------------------------------- 851750358462515476824816587 29184762436287.1159696003178975474129729621920226131936 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:49 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:48 on modular [Seed = 2659472441] ------------------------------------- 660322710301901900555220727 25696745130500.514433342364171668460099788176337826307 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:50 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:49 on modular [Seed = 2575520575] ------------------------------------- 300374199497887931008079579 17331306918345.423237284114599716540610993878606672349 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:51 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:50 on modular [Seed = 3841863232] ------------------------------------- 462812475410260964544999617 21513076846659.1260058144164988415979599431611639308412 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:52 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:51 on modular [Seed = 4025820491] ------------------------------------- 91121875469949921670783063 9545777887105.373125458516103038209306335555611149333 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:53 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:52 on modular [Seed = 3941605449] ------------------------------------- 40640458192675587996539939 6374986917059.1705612386935855952202899282820043336746 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:53 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:53 on modular [Seed = 4126097239] ------------------------------------- 946885935768030238623624511 30771511756298.718425557214575191386948137522893206982 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:54 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:54 on modular [Seed = 4041882193] ------------------------------------- 527509178452629627889647209 22967567969914.2204996300235369961175128635302565243531 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:55 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:55 on modular [Seed = 4225839451] ------------------------------------- 940471512521394045723370009 30667107990832.687021536728891340175751497396850014074 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:56 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:56 on modular [Seed = 3336309865] ------------------------------------- 68277935592063665935141099 8263046386900.1525734827712211545815807653114130640835 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:28:57 2004 Input: n:=NextPrime(Random(2^45))*NextPrime(Random(2^45)); n; m:=Sqrt(n); m Output: Magma V2.11-6 Thu Sep 30 2004 00:28:57 on modular [Seed = 3252357999] ------------------------------------- 513871028839161808793614973 22668723582044.971611706270232514685317925552496167839 Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:30:27 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); Factorization(22668723582044^2-n) Output: Magma V2.11-6 Thu Sep 30 2004 00:30:27 on modular [Seed = 3386049293] ------------------------------------- [ <7, 1>, <63353, 1>, <99330947, 1> ] Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:31:27 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); Factorization(22668723582045^2-n) Output: Magma V2.11-6 Thu Sep 30 2004 00:31:26 on modular [Seed = 3553173226] ------------------------------------- [ <2, 2>, <13, 1>, <83, 1>, <823, 1>, <362339, 1> ] Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:32:34 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); mod(n,362339); Output: Magma V2.11-6 Thu Sep 30 2004 00:32:34 on modular [Seed = 3686864542] ------------------------------------- >> mod(n,362339);; ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:32:46 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n%362339; Output: WARNING: MAGMA command contains unsafe command '%', so it will not be executed. '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:32:54 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; Output: Magma V2.11-6 Thu Sep 30 2004 00:32:54 on modular [Seed = 574156658] ------------------------------------- 350019 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:40:02 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; (45601*x+362339)^2-n Output: Magma V2.11-6 Thu Sep 30 2004 00:40:02 on modular [Seed = 875494192] ------------------------------------- 350019 >> (45601*x+362339)^2-n; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:40:13 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; Solve((45601*x+362339)^2-n,x) Output: Magma V2.11-6 Thu Sep 30 2004 00:40:12 on modular [Seed = 824966715] ------------------------------------- 350019 >> Solve((45601*x+362339)^2-n,x); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:40:21 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; x:=x; Solve((45601*x+362339)^2-n,x) Output: Magma V2.11-6 Thu Sep 30 2004 00:40:21 on modular [Seed = 975238441] ------------------------------------- 350019 >> x:=x; ^ User error: Identifier 'x' has not been declared or assigned >> Solve((45601*x+362339)^2-n,x); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:40:26 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; x:='x'; Solve((45601*x+362339)^2-n,x) Output: Magma V2.11-6 Thu Sep 30 2004 00:40:26 on modular [Seed = 119392283] ------------------------------------- 350019 >> x:='x'; ^ User error: Identifier 'x' has not been declared or assigned >> Solve((45601*x+362339)^2-n,x); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 00:40:36 2004 Input: n:=513871028839161808793614973; m:=Sqrt(n); n mod 362339; x:=real; Solve((45601*x+362339)^2-n,x) Output: Magma V2.11-6 Thu Sep 30 2004 00:40:36 on modular [Seed = 202818414] ------------------------------------- 350019 >> x:=real; ^ User error: Identifier 'real' has not been declared or assigned >> Solve((45601*x+362339)^2-n,x); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:04:11 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^2 + y^2 + z^2; C := Curve(P, f); C; Output: Magma V2.11-6 Thu Sep 30 2004 01:04:10 on modular [Seed = 2003674523] ------------------------------------- Curve over GF(2) defined by x^2 + y^2 + z^2 Total time: 0.190 seconds, Total memory usage: 3.50MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:04:21 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^2 + y^2 + z^2; C := Curve(P, f); C; RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:04:21 on modular [Seed = 1886036611] ------------------------------------- Curve over GF(2) defined by x^2 + y^2 + z^2 {@ (1 : 0 : 1), (0 : 1 : 1), (1 : 1 : 0) @} Total time: 0.190 seconds, Total memory usage: 3.50MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:06:53 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:06:53 on modular [Seed = 1180472077] ------------------------------------- Curve over GF(2) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 {@ @} Total time: 0.190 seconds, Total memory usage: 3.50MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:07:07 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; IsNonSingular(C); RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:07:07 on modular [Seed = 1129944606] ------------------------------------- Curve over GF(2) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 false {@ @} Total time: 0.200 seconds, Total memory usage: 3.56MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:07:12 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; IsSingular(C); RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:07:12 on modular [Seed = 1280743914] ------------------------------------- Curve over GF(2) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 true {@ @} Total time: 0.190 seconds, Total memory usage: 3.56MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:07:21 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; IsSingular(C); Singularities(C); RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:07:21 on modular [Seed = 1230216422] ------------------------------------- Curve over GF(2) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 true >> Singularities(C); ^ User error: Identifier 'Singularities' has not been declared or assigned {@ @} Total time: 0.200 seconds, Total memory usage: 3.56MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:07:31 2004 Input: P := ProjectiveSpace(FiniteField(2), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; IsSingular(C); SingularPoints(C); RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:07:31 on modular [Seed = 1380485095] ------------------------------------- Curve over GF(2) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 true {@ @} {@ @} Total time: 0.190 seconds, Total memory usage: 3.56MB '68.83.2' ************** MAGMA ***************** Host 68.83.243.116 (68.83.243.116) Time: Thu Sep 30 01:19:09 2004 Input: P := ProjectiveSpace(FiniteField(64), 2); f := x^6 + x^5*y + x^3*y^3 + x*y^5 + y^6 + (x^3*y^2 + y^5)*z + x^3*y*z^2 + (x^2*y + y^3)*z^3 + y^2*z^4 + x*z^5 + z^6; C := Curve(P, f); C; IsSingular(C); SingularPoints(C); RationalPoints(C); Output: Magma V2.11-6 Thu Sep 30 2004 01:19:08 on modular [Seed = 2914483143] ------------------------------------- Curve over GF(2^6) defined by x^6 + x^5*y + x^3*y^3 + x^3*y^2*z + x^3*y*z^2 + x^2*y*z^3 + x*y^5 + x*z^5 + y^6 + y^5*z + y^3*z^3 + y^2*z^4 + z^6 true {@ ($.1^21 : 1 : 0), ($.1^42 : 1 : 0) @} {@ ($.1^31 : 1 : 1), ($.1^47 : 1 : 1), ($.1^55 : 1 : 1), ($.1^59 : 1 : 1), ($.1^61 : 1 : 1), ($.1^62 : 1 : 1), ($.1^2 : $.1 : 1), ($.1^13 : $.1 : 1), ($.1^35 : $.1 : 1), ($.1^4 : $.1^2 : 1), ($.1^7 : $.1^2 : 1), ($.1^26 : $.1^2 : 1), ($.1^50 : $.1^3 : 1), ($.1^8 : $.1^4 : 1), ($.1^14 : $.1^4 : 1), ($.1^52 : $.1^4 : 1), (1 : $.1^5 : 1), ($.1^31 : $.1^5 : 1), ($.1^37 : $.1^6 : 1), ($.1^5 : $.1^7 : 1), ($.1^17 : $.1^7 : 1), ($.1^43 : $.1^7 : 1), ($.1^47 : $.1^7 : 1), ($.1^16 : $.1^8 : 1), ($.1^28 : $.1^8 : 1), ($.1^41 : $.1^8 : 1), ($.1^18 : $.1^9 : 1), ($.1^54 : $.1^9 : 1), (1 : $.1^10 : 1), ($.1^62 : $.1^10 : 1), ($.1^24 : $.1^11 : 1), ($.1^30 : $.1^11 : 1), ($.1^11 : $.1^12 : 1), ($.1^2 : $.1^13 : 1), ($.1^10 : $.1^14 : 1), ($.1^23 : $.1^14 : 1), ($.1^31 : $.1^14 : 1), ($.1^34 : $.1^14 : 1), ($.1^7 : $.1^15 : 1), ($.1^9 : $.1^15 : 1), ($.1^15 : $.1^15 : 1), ($.1^19 : $.1^16 : 1), ($.1^32 : $.1^16 : 1), ($.1^56 : $.1^16 : 1), (1 : $.1^17 : 1), ($.1^55 : $.1^17 : 1), ($.1^36 : $.1^18 : 1), ($.1^45 : $.1^18 : 1), ($.1^32 : $.1^19 : 1), (1 : $.1^20 : 1), ($.1^61 : $.1^20 : 1), ($.1^48 : $.1^22 : 1), ($.1^60 : $.1^22 : 1), ($.1 : $.1^23 : 1), ($.1^35 : $.1^23 : 1), ($.1^22 : $.1^24 : 1), ($.1^3 : $.1^25 : 1), ($.1^51 : $.1^25 : 1), ($.1^4 : $.1^26 : 1), ($.1^4 : $.1^27 : 1), ($.1^32 : $.1^27 : 1), ($.1^54 : $.1^27 : 1), ($.1^5 : $.1^28 : 1), ($.1^20 : $.1^28 : 1), ($.1^46 : $.1^28 : 1), ($.1^62 : $.1^28 : 1), ($.1^4 : $.1^29 : 1), ($.1^14 : $.1^29 : 1), ($.1^14 : $.1^30 : 1), ($.1^18 : $.1^30 : 1), ($.1^30 : $.1^30 : 1), (0 : $.1^31 : 1), ($.1^22 : $.1^31 : 1), ($.1^58 : $.1^31 : 1), ($.1^59 : $.1^31 : 1), ($.1 : $.1^32 : 1), ($.1^38 : $.1^32 : 1), ($.1^49 : $.1^32 : 1), ($.1^25 : $.1^33 : 1), (1 : $.1^34 : 1), ($.1^47 : $.1^34 : 1), ($.1^34 : $.1^35 : 1), ($.1^40 : $.1^35 : 1), ($.1^53 : $.1^35 : 1), ($.1^55 : $.1^35 : 1), ($.1^9 : $.1^36 : 1), ($.1^27 : $.1^36 : 1), ($.1^12 : $.1^37 : 1), ($.1^15 : $.1^37 : 1), ($.1 : $.1^38 : 1), ($.1^35 : $.1^39 : 1), ($.1^36 : $.1^39 : 1), ($.1^39 : $.1^39 : 1), (1 : $.1^40 : 1), ($.1^59 : $.1^40 : 1), ($.1^16 : $.1^41 : 1), ($.1^32 : $.1^43 : 1), ($.1^49 : $.1^43 : 1), ($.1^33 : $.1^44 : 1), ($.1^57 : $.1^44 : 1), ($.1^2 : $.1^45 : 1), ($.1^16 : $.1^45 : 1), ($.1^27 : $.1^45 : 1), ($.1^2 : $.1^46 : 1), ($.1^7 : $.1^46 : 1), (0 : $.1^47 : 1), ($.1^11 : $.1^47 : 1), ($.1^29 : $.1^47 : 1), ($.1^61 : $.1^47 : 1), ($.1^44 : $.1^48 : 1), ($.1^17 : $.1^49 : 1), ($.1^20 : $.1^49 : 1), ($.1^58 : $.1^49 : 1), ($.1^59 : $.1^49 : 1), ($.1^6 : $.1^50 : 1), ($.1^39 : $.1^50 : 1), ($.1^18 : $.1^51 : 1), ($.1^49 : $.1^51 : 1), ($.1^51 : $.1^51 : 1), ($.1^8 : $.1^52 : 1), ($.1^16 : $.1^53 : 1), ($.1^56 : $.1^53 : 1), ($.1 : $.1^54 : 1), ($.1^8 : $.1^54 : 1), ($.1^45 : $.1^54 : 1), (0 : $.1^55 : 1), ($.1^37 : $.1^55 : 1), ($.1^46 : $.1^55 : 1), ($.1^62 : $.1^55 : 1), ($.1^10 : $.1^56 : 1), ($.1^29 : $.1^56 : 1), ($.1^40 : $.1^56 : 1), ($.1^61 : $.1^56 : 1), ($.1^9 : $.1^57 : 1), ($.1^56 : $.1^57 : 1), ($.1^57 : $.1^57 : 1), ($.1^8 : $.1^58 : 1), ($.1^28 : $.1^58 : 1), (0 : $.1^59 : 1), ($.1^23 : $.1^59 : 1), ($.1^31 : $.1^59 : 1), ($.1^50 : $.1^59 : 1), ($.1^28 : $.1^60 : 1), ($.1^36 : $.1^60 : 1), ($.1^60 : $.1^60 : 1), (0 : $.1^61 : 1), ($.1^25 : $.1^61 : 1), ($.1^43 : $.1^61 : 1), ($.1^47 : $.1^61 : 1), (0 : $.1^62 : 1), ($.1^44 : $.1^62 : 1), ($.1^53 : $.1^62 : 1), ($.1^55 : $.1^62 : 1), ($.1^5 : 0 : 1), ($.1^10 : 0 : 1), ($.1^17 : 0 : 1), ($.1^20 : 0 : 1), ($.1^34 : 0 : 1), ($.1^40 : 0 : 1), ($.1^21 : 1 : 0), ($.1^42 : 1 : 0) @} Total time: 0.210 seconds, Total memory usage: 3.56MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Sep 30 01:23:43 2004 Input: NextPrime(Random(2^150))*NextPrime(Random(2^150)) Output: Magma V2.11-6 Thu Sep 30 2004 01:23:43 on modular [Seed = 3215288006] ------------------------------------- 4581450858756190255201006023174633723705397761794601797519559685718902209018510\ 1979186689 Total time: 0.190 seconds, Total memory usage: 3.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.113 (66.63.132.113) Time: Thu Sep 30 01:55:03 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 01:54:59 on modular [Seed = 4142671971] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.509 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.113 (66.63.132.113) Time: Thu Sep 30 01:55:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 01:55:28 on modular [Seed = 4092144901] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.820 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.113 (66.63.132.113) Time: Thu Sep 30 01:56:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-16819,-4524,-43344,-5976,-31068]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 01:56:23 on modular [Seed = 4225833690] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.960 seconds, Total memory usage: 4.71MB '66.63.1' ************** MAGMA ***************** Host 66.63.132.113 (66.63.132.113) Time: Thu Sep 30 01:56:51 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-6396,-11832,-54720,-42540,-85779]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 01:56:50 on modular [Seed = 3353159363] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 1.520 seconds, Total memory usage: 4.92MB '212.19.' ************** MAGMA ***************** Host 212.19.143.148 (212.19.143.148) Time: Thu Sep 30 02:32:09 2004 Input: 65465465464675+876868969806980680 Output: Magma V2.11-6 Thu Sep 30 2004 02:32:09 on modular [Seed = 1719439142] ------------------------------------- 876934435272445355 Total time: 0.190 seconds, Total memory usage: 3.50MB '212.19.' ************** MAGMA ***************** Host 212.19.143.148 (212.19.143.148) Time: Thu Sep 30 02:32:30 2004 Input: 65465465464675+876868969806980680 mod 13 Output: Magma V2.11-6 Thu Sep 30 2004 02:32:30 on modular [Seed = 2103940138] ------------------------------------- 65465465464685 Total time: 0.190 seconds, Total memory usage: 3.50MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Thu Sep 30 02:51:38 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; FindGroupOrder2(151033361501104476498848307103061710384035503479961,1177500); Output: Magma V2.11-6 Thu Sep 30 2004 02:51:33 on modular [Seed = 1514190726] ------------------------------------- [ <2, 3>, <3, 1>, <5, 2>, <17, 1>, <107, 1>, <3233592781, 1>, <2972280958652263, 1>, <14398384041819589187, 1> ] Total time: 4.980 seconds, Total memory usage: 6.06MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Thu Sep 30 02:52:07 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; FindGroupOrder2(151033361501104476498848307103061710384035503479961,3720586102); Output: Magma V2.11-6 Thu Sep 30 2004 02:52:04 on modular [Seed = 1397342062] ------------------------------------- [ <2, 4>, <3, 4>, <7, 1>, <29, 1>, <109, 1>, <151, 1>, <3947, 1>, <9649, 1>, <14627, 1>, <32507, 1>, <195271, 1>, <488161, 1>, <686731, 1>, <29423839, 1> ] Total time: 3.020 seconds, Total memory usage: 5.95MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.245 (66.63.133.245) Time: Thu Sep 30 03:19:23 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 03:19:23 on modular [Seed = 2575526859] ------------------------------------- >> S := FourDescent(f); ^ User error: bad syntax >> #S; ^ User error: Identifier 'S' has not been declared or assigned >> F := S[1]; ^ User error: Identifier 'S' has not been declared or assigned >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.190 seconds, Total memory usage: 3.50MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.245 (66.63.133.245) Time: Thu Sep 30 03:20:12 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 03:20:09 on modular [Seed = 2626055708] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.450 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.245 (66.63.133.245) Time: Thu Sep 30 03:21:19 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-20659,4252,-60336,7384,-49212]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Thu Sep 30 2004 03:21:16 on modular [Seed = 2492360273] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.859 seconds, Total memory usage: 5.37MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Thu Sep 30 07:40:44 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Thu Sep 30 2004 07:40:44 on modular [Seed = 1581576143] ------------------------------------- Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 given by a rule Total time: 0.500 seconds, Total memory usage: 13.78MB '83.29.2' ************** MAGMA ***************** Host 83.29.28.90 (83.29.28.90) Time: Thu Sep 30 10:44:16 2004 Input: 3(3^2+1)/2=15 Output: Magma V2.11-6 Thu Sep 30 2004 10:44:15 on modular [Seed = 3252460369] ------------------------------------- >> 3(3^2+1)/2=15; ^ Runtime error: Bad argument types Argument types given: RngIntElt, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.50MB '147.162' ************** MAGMA ***************** Host 147.162.114.40 (147.162.114.40) Time: Thu Sep 30 11:01:37 2004 Input: ?1 Output: Magma V2.11-6 Thu Sep 30 2004 11:01:37 on modular [Seed = 941975239] ------------------------------------- No numbers are defined Total time: 0.200 seconds, Total memory usage: 3.50MB '129.125' ************** MAGMA ***************** Host 129.125.217.130 (129.125.217.130) Time: Thu Sep 30 14:54:08 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Thu Sep 30 2004 14:54:07 on modular [Seed = 302974317] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '129.125' ************** MAGMA ***************** Host 129.125.217.130 (129.125.217.130) Time: Thu Sep 30 14:54:26 2004 Input: int(x^2,x) Output: Magma V2.11-6 Thu Sep 30 2004 14:54:26 on modular [Seed = 386531397] ------------------------------------- >> int(x^2,x); ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '213.35.' ************** MAGMA ***************** Host 213.35.248.103 (213.35.248.103) Time: Thu Sep 30 16:07:27 2004 Input: f(x) = x+2; f(25) Output: Magma V2.11-6 Thu Sep 30 2004 16:07:27 on modular [Seed = 3653566358] ------------------------------------- >> f(x) = x+2; f(25); ^ User error: Identifier 'x' has not been declared or assigned >> f(x) = x+2; f(25); ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '12.217.' ************** MAGMA ***************** Host 12.217.109.54 (12.217.109.54) Time: Thu Sep 30 16:54:05 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Thu Sep 30 2004 16:54:05 on modular [Seed = 520236097] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.180 seconds, Total memory usage: 3.50MB '12.217.' ************** MAGMA ***************** Host 12.217.109.54 (12.217.109.54) Time: Thu Sep 30 16:54:19 2004 Input: 2+2 Output: Magma V2.11-6 Thu Sep 30 2004 16:54:18 on modular [Seed = 35598667] ------------------------------------- 4 Total time: 0.190 seconds, Total memory usage: 3.50MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Fri Oct 1 04:05:55 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^8+2*x^2+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); //SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Fri Oct 1 2004 04:05:55 on modular [Seed = 35540191] ------------------------------------- Abelian Group isomorphic to Z/420 + Z Defined on 2 generators Relations: 420*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/420 + Z Defined on 2 generators Relations: 420*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/420 + Z Defined on 2 generators Relations: 420*$.1 = 0 given by a rule Total time: 0.620 seconds, Total memory usage: 14.31MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Fri Oct 1 04:15:37 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^6+2*x^2+1); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); //SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Fri Oct 1 2004 04:15:36 on modular [Seed = 1669279861] ------------------------------------- Abelian Group isomorphic to Z/55 + Z Defined on 2 generators Relations: 55*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/55 + Z Defined on 2 generators Relations: 55*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/55 + Z Defined on 2 generators Relations: 55*$.1 = 0 given by a rule Total time: 0.560 seconds, Total memory usage: 13.78MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:03:43 2004 Input: k:=GF(2,1000); k; Output: Magma V2.11-6 Fri Oct 1 2004 06:03:43 on modular [Seed = 3336219897] ------------------------------------- Finite field of size 2^1000 Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:04:41 2004 Input: k:=GF(2,127); [x: x in k]; Output: ** WARNING: Computation used more memory than allowed. ** Magma V2.11-6 Fri Oct 1 2004 06:04:39 on modular [Seed = 3469911097] ------------------------------------- Current total memory usage: 95.2MB, failed memory request: 12.8MB System Error: User memory limit has been reached Total time: 1.149 seconds, Total memory usage: 99.84MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:05:23 2004 Input: k:=GF(2,5); [x: x in k]; Output: Magma V2.11-6 Fri Oct 1 2004 06:05:23 on modular [Seed = 3553606000] ------------------------------------- [ 1, w, w^2, w^3, w^4, w^5, w^6, w^7, w^8, w^9, w^10, w^11, w^12, w^13, w^14, w^15, w^16, w^17, w^18, w^19, w^20, w^21, w^22, w^23, w^24, w^25, w^26, w^27, w^28, w^29, w^30, 0 ] Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:06:05 2004 Input: k:=GF(2,5); [x: x in k]; w^2+w; Output: Magma V2.11-6 Fri Oct 1 2004 06:06:05 on modular [Seed = 3653612692] ------------------------------------- [ 1, w, w^2, w^3, w^4, w^5, w^6, w^7, w^8, w^9, w^10, w^11, w^12, w^13, w^14, w^15, w^16, w^17, w^18, w^19, w^20, w^21, w^22, w^23, w^24, w^25, w^26, w^27, w^28, w^29, w^30, 0 ] w^19 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:06:14 2004 Input: k:=GF(2,5); w^2+w; Output: Magma V2.11-6 Fri Oct 1 2004 06:06:13 on modular [Seed = 3737301899] ------------------------------------- w^19 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:06:27 2004 Input: k:=GF(2,127); 1+w; Output: Magma V2.11-6 Fri Oct 1 2004 06:06:27 on modular [Seed = 3825176192] ------------------------------------- w + 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:06:41 2004 Input: k:=GF(2,127); w^15; Output: Magma V2.11-6 Fri Oct 1 2004 06:06:41 on modular [Seed = 3908339097] ------------------------------------- w^15 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:06:49 2004 Input: k:=GF(2,127); w^15+w^17; Output: Magma V2.11-6 Fri Oct 1 2004 06:06:49 on modular [Seed = 3992027284] ------------------------------------- w^17 + w^15 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:16:30 2004 Input: k:=GF(2,127); Log(w); Output: Magma V2.11-6 Fri Oct 1 2004 06:16:19 on modular [Seed = 2391990717] ------------------------------------- 1 Total time: 10.349 seconds, Total memory usage: 47.04MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:16:55 2004 Input: k:=GF(2,127); Log(1+w); Output: Magma V2.11-6 Fri Oct 1 2004 06:16:45 on modular [Seed = 2475687006] ------------------------------------- 127 Total time: 10.480 seconds, Total memory usage: 47.02MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:17:39 2004 Input: k:=GF(2,127); Log(1); Output: Magma V2.11-6 Fri Oct 1 2004 06:17:39 on modular [Seed = 2642539038] ------------------------------------- 0.E-38 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:17:59 2004 Input: k:=GF(2,127); Log(x); Output: Magma V2.11-6 Fri Oct 1 2004 06:17:49 on modular [Seed = 2730413359] ------------------------------------- 1 Total time: 10.490 seconds, Total memory usage: 47.04MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:18:16 2004 Input: k:=GF(2,127); Log(x^2); Output: Magma V2.11-6 Fri Oct 1 2004 06:18:06 on modular [Seed = 2814101561] ------------------------------------- 2 Total time: 10.230 seconds, Total memory usage: 47.04MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:18:35 2004 Input: k:=GF(2,127); Log(x^5); Output: Magma V2.11-6 Fri Oct 1 2004 06:18:24 on modular [Seed = 2897265436] ------------------------------------- 5 Total time: 10.490 seconds, Total memory usage: 47.04MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:18:52 2004 Input: k:=GF(2,127); Log(x+x^5); Output: Magma V2.11-6 Fri Oct 1 2004 06:18:42 on modular [Seed = 2980962291] ------------------------------------- 509 Total time: 10.230 seconds, Total memory usage: 47.04MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:20:30 2004 Input: F := GF(2, 73); time Log(z + 1); Output: Magma V2.11-6 Fri Oct 1 2004 06:20:28 on modular [Seed = 1297163106] ------------------------------------- 4295700317032218908392 Time: 1.340 Total time: 1.540 seconds, Total memory usage: 9.56MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:22:15 2004 Input: F := GF(2, 73); z^73; Output: Magma V2.11-6 Fri Oct 1 2004 06:22:15 on modular [Seed = 1414019776] ------------------------------------- z^4 + z^3 + z^2 + 1 Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:22:26 2004 Input: F := GF(2, 73); z^72; Output: Magma V2.11-6 Fri Oct 1 2004 06:22:25 on modular [Seed = 1547711230] ------------------------------------- z^72 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:22:30 2004 Input: F := GF(2, 73); z^73; Output: Magma V2.11-6 Fri Oct 1 2004 06:22:30 on modular [Seed = 1736116674] ------------------------------------- z^4 + z^3 + z^2 + 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:22:38 2004 Input: F := GF(2, 127); z^127; Output: Magma V2.11-6 Fri Oct 1 2004 06:22:38 on modular [Seed = 1786119367] ------------------------------------- z + 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:30:58 2004 Input: F := GF(2, 127); Output: Magma V2.11-6 Fri Oct 1 2004 06:30:58 on modular [Seed = 436628157] ------------------------------------- >> F := GF(2, 127); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:31:05 2004 Input: F := GF(2, 127); Output: Magma V2.11-6 Fri Oct 1 2004 06:31:05 on modular [Seed = 557666701] ------------------------------------- >> F := GF(2, 127); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:31:13 2004 Input: F := GF(2, 127); Output: Magma V2.11-6 Fri Oct 1 2004 06:31:13 on modular [Seed = 791895963] ------------------------------------- >> F := GF(2, 127); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:32:30 2004 Input: F := GF(2, 127); GroundField(F); Output: Magma V2.11-6 Fri Oct 1 2004 06:32:30 on modular [Seed = 925582412] ------------------------------------- Finite field of size 2 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:33:22 2004 Input: B:=FiniteField(2); F := GF(2, 127); GroundField(B); Output: Magma V2.11-6 Fri Oct 1 2004 06:33:21 on modular [Seed = 841892102] ------------------------------------- Finite field of size 2 Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:33:26 2004 Input: B:=FiniteField(2); F := GF(2, 127); Output: Magma V2.11-6 Fri Oct 1 2004 06:33:26 on modular [Seed = 958745098] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:34:06 2004 Input: B:=FiniteField(2); ext; Output: Magma V2.11-6 Fri Oct 1 2004 06:34:05 on modular [Seed = 3302536988] ------------------------------------- >> ext; ^ User error: Identifier 'F' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:34:22 2004 Input: B:=FiniteField(2); ext; Output: Magma V2.11-6 Fri Oct 1 2004 06:34:22 on modular [Seed = 3286216744] ------------------------------------- >> ext; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:36:28 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^4+x^3+x+1; F := ext< F2 | p >; Output: Magma V2.11-6 Fri Oct 1 2004 06:36:28 on modular [Seed = 3403069603] ------------------------------------- >> F := ext< F2 | p >; ^ Runtime error in ext< ... >: Argument is not irreducible Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:36:40 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^4+x+1; F := ext< F2 | p >; Output: Magma V2.11-6 Fri Oct 1 2004 06:36:40 on modular [Seed = 3519914924] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:36:58 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^4+x+1; F := ext< F2 | p >; z+1; Output: Magma V2.11-6 Fri Oct 1 2004 06:36:58 on modular [Seed = 3703615187] ------------------------------------- z^4 Total time: 0.200 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:37:08 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^4+x+1; F := ext< F2 | p >; z^2+1; Output: Magma V2.11-6 Fri Oct 1 2004 06:37:07 on modular [Seed = 3687295437] ------------------------------------- z^8 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:41:35 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^127+x^121+x^120+x^114+x^107+x^106+x^103+x^101+x^97+x^96+x^94+x^92+x^89+x^87+x^84+x^83+x^81+x^76+x^75+x^74+x^72+x^69+x^68+x^65+x^64+x^62+x^59+x^57+x^56+x^54+x^52+x^50+x^48+x^46+x^45+x^43+x^40+x^39+x^37+x^36+x^35+x^30+x^29+x^28+x^27+x^25+x^23+x^22+x^21+x^20+x^19+x^18+x^14+x^10+x^8+x^7+x^6+x^4+x^3+x^2+x+1; F := ext< F2 | p >; F; Output: Magma V2.11-6 Fri Oct 1 2004 06:41:35 on modular [Seed = 3925187827] ------------------------------------- >> F := ext< F2 | p >; ^ Runtime error in ext< ... >: Argument is not irreducible >> F; ^ User error: Identifier 'F' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:44:00 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^127+x^121+x^120+x^114+x^107+x^106+x^103+x^101+x^97+x^96+x^94+x^92+x^89+x^87+x^84+x^83+x^81+x^76+x^75+x^74+x^72+x^69+x^68+x^65+x^64+x^62+x^59+x^57+x^56+x^54+x^52+x^50+x^48+x^46+x^45+x^43+x^40+x^39+x^37+x^36+x^35+x^30+x^29+x^28+x^27+x^25+x^23+x^22+x^21+x^20+x^19+x^18+x^14+x^10+x^8+x^7+x^6+x^4+x^3+x^2+x+1; Factorize(p); Output: Magma V2.11-6 Fri Oct 1 2004 06:44:00 on modular [Seed = 4058874948] ------------------------------------- >> Factorize(p); ^ User error: Identifier 'Factorize' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:44:07 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^127+x^121+x^120+x^114+x^107+x^106+x^103+x^101+x^97+x^96+x^94+x^92+x^89+x^87+x^84+x^83+x^81+x^76+x^75+x^74+x^72+x^69+x^68+x^65+x^64+x^62+x^59+x^57+x^56+x^54+x^52+x^50+x^48+x^46+x^45+x^43+x^40+x^39+x^37+x^36+x^35+x^30+x^29+x^28+x^27+x^25+x^23+x^22+x^21+x^20+x^19+x^18+x^14+x^10+x^8+x^7+x^6+x^4+x^3+x^2+x+1; Factor(p); Output: Magma V2.11-6 Fri Oct 1 2004 06:44:07 on modular [Seed = 4242573646] ------------------------------------- >> Factor(p); ^ Runtime error in 'Factor': Bad argument types Argument types given: RngUPolElt[FldFin] Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:45:32 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^127+x^121+x^120+x^114+x^107+x^106+x^103+x^101+x^97+x^96+x^94+x^92+x^89+x^87+x^84+x^83+x^81+x^76+x^75+x^74+x^72+x^69+x^68+x^65+x^64+x^62+x^59+x^57+x^56+x^54+x^52+x^50+x^48+x^46+x^45+x^43+x^40+x^39+x^37+x^36+x^35+x^30+x^29+x^28+x^27+x^25+x^23+x^22+x^21+x^20+x^19+x^18+x^14+x^10+x^8+x^7+x^6+x^4+x^3+x^2+x+1; IsPrimitive(p); Output: Magma V2.11-6 Fri Oct 1 2004 06:45:32 on modular [Seed = 4226256882] ------------------------------------- false Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 06:59:50 2004 Input: F2 := FiniteField(2); P := PolynomialRing(F2); p := x^127+x^121+x^120+x^114+x^107+x^106+x^103+x^101+x^97+x^96+x^94+x^92+x^89+x^87+x^84+x^83+x^81+x^76+x^75+x^74+x^72+x^69+x^68+x^65+x^64+x^62+x^59+x^57+x^56+x^54+x^52+x^50+x^48+x^46+x^45+x^43+x^40+x^39+x^37+x^36+x^35+x^30+x^29+x^28+x^27+x^25+x^23+x^22+x^21+x^20+x^19+x^18+x^14+x^10+x^8+x^7+x^6+x^4+x^3+x^2+x+1; IsPrimitive(p); Factorization(p); Output: Magma V2.11-6 Fri Oct 1 2004 06:59:50 on modular [Seed = 2575687802] ------------------------------------- false [ , , , , , ] Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:23:20 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; IsPrimitive(Pb); Output: Magma V2.11-6 Fri Oct 1 2004 17:23:20 on modular [Seed = 3958857836] ------------------------------------- true Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:26:40 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2|Pb >; IsPrimitive(Pb); Output: Magma V2.11-6 Fri Oct 1 2004 17:26:40 on modular [Seed = 4092557612] ------------------------------------- true Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:28:12 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2|Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:28:12 on modular [Seed = 2642483006] ------------------------------------- >> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:29:24 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2|Pb >; beta:=Primitive(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:29:24 on modular [Seed = 2542476012] ------------------------------------- >> beta:=Primitive(Fb); ^ User error: Identifier 'Primitive' has not been declared or assigned >> Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; ^ User error: Identifier 'beta' has not been declared or assigned >> IsPrimitive(Pa); ^ User error: Identifier 'Pa' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:29:32 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2|Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:29:32 on modular [Seed = 2458787809] ------------------------------------- >> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:34:15 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Output: Magma V2.11-6 Fri Oct 1 2004 17:34:15 on modular [Seed = 2797218494] ------------------------------------- >> Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; ^ User error: Identifier 'beta' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:34:28 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=b; Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Output: Magma V2.11-6 Fri Oct 1 2004 17:34:28 on modular [Seed = 2713529738] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:34:48 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=b; Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:34:48 on modular [Seed = 3164614795] ------------------------------------- >> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.200 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:37:21 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:37:21 on modular [Seed = 3064609256] ------------------------------------- >> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:38:47 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Fa := ext; Output: Magma V2.11-6 Fri Oct 1 2004 17:38:47 on modular [Seed = 1314046311] ------------------------------------- >> Fa := ext; ^ Runtime error in ext< ... >: Argument 1 is not monic Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:41:03 2004 Input: % hkjh F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; % Fa := ext; Output: WARNING: MAGMA command contains unsafe command '%', so it will not be executed. '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:41:12 2004 Input: // hkjh F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; % Fa := ext; Output: WARNING: MAGMA command contains unsafe command '%', so it will not be executed. '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:43:42 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := Polynomial(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Output: Magma V2.11-6 Fri Oct 1 2004 17:43:41 on modular [Seed = 1113508993] ------------------------------------- >> Ra := Polynomial(Fb); ^ Runtime error in 'Polynomial': Bad argument types Argument types given: FldFin >> Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; ^ User error: Identifier 'y' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:43:49 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Output: Magma V2.11-6 Fri Oct 1 2004 17:43:48 on modular [Seed = 1598280069] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:44:00 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; beta:=PrimitiveElement(Fb); Ra := PolynomialRing(Fb); Pa := y^4 + beta^23*y^245 + beta^48*y^48 + beta^239; Pa; Output: Magma V2.11-6 Fri Oct 1 2004 17:43:59 on modular [Seed = 1480906377] ------------------------------------- b^23*y^245 + b^48*y^48 + y^4 + b^239 Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:46:01 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb, b); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Ra := PolynomialRing(Fb, b); ^ Runtime error in 'PolynomialRing': Bad argument types Argument types given: FldFin, FldFinElt >> Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; ^ User error: Identifier 'y' has not been declared or assigned >> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; PrimitivePolynomial(Fb, 6); Output: Magma V2.11-6 Fri Oct 1 2004 17:50:15 on modular [Seed = 1702491452] ------------------------------------- $.1^6 + b^57*$.1^5 + b^92*$.1^4 + b^250*$.1^3 + b^212*$.1^2 + b^109*$.1 + b^196 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:50:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Pa:=PrimitivePolynomial(Fb, 6); IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:50:51 on modular [Seed = 2120412683] ------------------------------------- true Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:51:00 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; PrimitivePolynomial(Fb, 6); Output: Magma V2.11-6 Fri Oct 1 2004 17:51:00 on modular [Seed = 2070408049] ------------------------------------- $.1^6 + b^57*$.1^5 + b^92*$.1^4 + b^250*$.1^3 + b^212*$.1^2 + b^109*$.1 + b^196 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:53:41 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb, b); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; IsPrimitive(Pa, y); Output: Magma V2.11-6 Fri Oct 1 2004 17:53:40 on modular [Seed = 1936712665] ------------------------------------- >> Ra := PolynomialRing(Fb, b); ^ Runtime error in 'PolynomialRing': Bad argument types Argument types given: FldFin, FldFinElt >> Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; ^ User error: Identifier 'y' has not been declared or assigned >> IsPrimitive(Pa, y); ^ User error: Identifier 'Pa' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:53:50 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; IsPrimitive(Pa, y); Output: Magma V2.11-6 Fri Oct 1 2004 17:53:50 on modular [Seed = 202415276] ------------------------------------- >> IsPrimitive(Pa, y); ^ Runtime error in 'IsPrimitive': Bad argument types Argument types given: RngUPolElt[FldFin], RngUPolElt[FldFin] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:56:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := $.1^4 + b^23*$.1^245 + b^48*$.1^48 + b^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:56:51 on modular [Seed = 102405611] ------------------------------------- >> Pa := $.1^4 + b^23*$.1^245 + b^48*$.1^48 + b^239; ^ Runtime error: Bad dollar structure >> IsPrimitive(Pa); ^ User error: Identifier 'Pa' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:57:23 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(F2); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:57:23 on modular [Seed = 52400270] ------------------------------------- >> Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; ^ Runtime error in '*': Bad argument types Argument types given: FldFinElt, RngUPolElt[FldFin] >> IsPrimitive(Pa); ^ User error: Identifier 'Pa' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:57:36 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; IsPrimitive(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 17:57:36 on modular [Seed = 469798786] ------------------------------------- >> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 17:58:09 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Pa := y^4 + b^23*y^245 + b^48*y^48 + b^239; ^ User error: Identifier 'y' has not been declared or assigned >> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa := y^4 + z^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + b^48*y^48 + b^239; Fb := ExtensionField> Pa := y^4 + z^23*y^245 + b^48*y^48 + b^239; ^ Runtime error in '*': Bad argument types Argument types given: FldFinElt, RngUPolElt[RngUPol[FldFin]] >> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; b^2+1; Output: Magma V2.11-6 Fri Oct 1 2004 18:05:42 on modular [Seed = 4025711127] ------------------------------------- b^26 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:05:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; b^3+b^4; Output: Magma V2.11-6 Fri Oct 1 2004 18:05:51 on modular [Seed = 3908336921] ------------------------------------- b^16 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:06:04 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; b^16; Output: Magma V2.11-6 Fri Oct 1 2004 18:06:04 on modular [Seed = 3858329703] ------------------------------------- b^16 Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:06:10 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; b^982; Output: Magma V2.11-6 Fri Oct 1 2004 18:06:10 on modular [Seed = 4276251490] ------------------------------------- b^217 Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:06:41 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fb := ExtensionField> Fb := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fa := ExtensionField> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fa := ExtensionField> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; Fa := ExtensionField> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; IsMonic(Pa); Fa := ExtensionField> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; IsPrimitive(Pa); Fa := ExtensionField> IsPrimitive(Pa); ^ Runtime error in 'IsPrimitive': Coefficient ring of argument 1 is not a finite field >> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; IsPrimitive(Pa,y); Fa := ExtensionField> IsPrimitive(Pa,y); ^ Runtime error in 'IsPrimitive': Bad argument types Argument types given: RngUPolElt[RngUPol[FldFin]], RngUPolElt[RngUPol[FldFin]] >> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; IsPrimitive(Pa|y); Fa := ExtensionField> IsPrimitive(Pa|y); ^ User error: bad syntax >> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Rb); Pa := y^4 + z^23*y^245 + z^48*y^48 + z^239; IsPrimitive(y|Pa); Fa := ExtensionField> IsPrimitive(y|Pa); ^ User error: bad syntax >> Fa := ExtensionField := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Fa := ext; Output: Magma V2.11-6 Fri Oct 1 2004 18:13:14 on modular [Seed = 3198298506] ------------------------------------- Total time: 4.299 seconds, Total memory usage: 3.76MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:19:38 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; Output: Magma V2.11-6 Fri Oct 1 2004 18:19:38 on modular [Seed = 3064602626] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:19:49 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; IsPrimitive(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:19:49 on modular [Seed = 3014601464] ------------------------------------- false Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:20:45 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := RootOf(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:20:45 on modular [Seed = 1397738047] ------------------------------------- >> alfa := RootOf(Fa); ^ User error: Identifier 'RootOf' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:20:55 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := Root(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:20:55 on modular [Seed = 1447743296] ------------------------------------- >> alfa := Root(Fa); ^ Runtime error in 'Root': Bad argument types Argument types given: RngUPolElt[FldFin] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:22:16 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; Roots(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:22:16 on modular [Seed = 1547748757] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:23:00 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Fa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := 1+y; Ra := PolynomialRing(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:23:00 on modular [Seed = 1130355414] ------------------------------------- >> Ra := PolynomialRing(Fa); ^ Runtime error in 'PolynomialRing': Bad argument types Argument types given: RngUPolElt[FldFin] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:23:56 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := 1+y; Fa := ExtensionField(Fb,y|Pa); Output: Magma V2.11-6 Fri Oct 1 2004 18:23:55 on modular [Seed = 1213518306] ------------------------------------- >> Fa := ExtensionField(Fb,y|Pa); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:24:14 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := 1+y; Fa := ext; Output: Magma V2.11-6 Fri Oct 1 2004 18:24:14 on modular [Seed = 1330894608] ------------------------------------- >> Fa := ext; ^ Runtime error in ext< ... >: Argument is not irreducible Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:24:32 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; alfa := 1+y; Fa := ext; Output: Magma V2.11-6 Fri Oct 1 2004 18:24:32 on modular [Seed = 1919871491] ------------------------------------- >> Fa := ext; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:26:55 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; RootsInSplittingField(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 18:26:55 on modular [Seed = 2019876998] ------------------------------------- [ , , , ] Finite field of size 2^8 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:28:22 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=RootsInSplittingField(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 18:28:22 on modular [Seed = 2137252904] ------------------------------------- >> Fa :=RootsInSplittingField(Pa); ^ Runtime error in 'AssignNames': Bad argument types Argument types given: SeqEnum[Tup] ~, SeqEnum[MonStgElt] Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:31:28 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Output: Magma V2.11-6 Fri Oct 1 2004 18:31:27 on modular [Seed = 1685651338] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:31:43 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); PrimitiveElement(Fa); Output: Magma V2.11-6 Fri Oct 1 2004 18:31:43 on modular [Seed = 1803022581] ------------------------------------- c Total time: 0.200 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:32:55 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Ra := PolynomialRing(Fa); Pw := c*x^16+x^14+c^-1*x^5+1; Output: Magma V2.11-6 Fri Oct 1 2004 18:32:55 on modular [Seed = 1853027368] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:33:19 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Ra := PolynomialRing(Fa); Pw := c*x^16+x^14+c^-1*x^5+1; Fw := ext; Output: Magma V2.11-6 Fri Oct 1 2004 18:33:19 on modular [Seed = 352948075] ------------------------------------- >> Fw := ext; ^ Runtime error in ext< ... >: Argument 1 is not monic Total time: 0.180 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:33:54 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Ra := PolynomialRing(Fa); Roots(Ra); Pw := c*x^16+x^14+c^-1*x^5+1; Output: Magma V2.11-6 Fri Oct 1 2004 18:33:54 on modular [Seed = 402948635] ------------------------------------- >> Roots(Ra); ^ Runtime error in 'Roots': Bad argument types Argument types given: RngUPol[FldFin] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:34:03 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Ra := PolynomialRing(Fa); Roots(Pa); Pw := c*x^16+x^14+c^-1*x^5+1; Output: Magma V2.11-6 Fri Oct 1 2004 18:34:03 on modular [Seed = 520324373] ------------------------------------- [ , , , ] Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:34:43 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa :=SplittingField(Pa); Ra := PolynomialRing(Fa); alfa := c^168; Pw := alfa*x^16+x^14+alfa^-1*x^5+1; IsPrimitive(Pw); Output: Magma V2.11-6 Fri Oct 1 2004 18:34:42 on modular [Seed = 35559633] ------------------------------------- >> IsPrimitive(Pw); ^ Runtime error in 'IsPrimitive': Argument 1 is not monic Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Fri Oct 1 18:36:40 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^7+z^5+z^3+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Pa :=y^4 + b^23*y^2 + b^48*y + b^239; Fa := ext< Fb | Pa>; Output: Magma V2.11-6 Fri Oct 1 2004 18:36:40 on modular [Seed = 825076632] ------------------------------------- >> Fa := ext< Fb | Pa>; ^ Runtime error in ext< ... >: Argument is not irreducible Total time: 0.190 seconds, Total memory usage: 3.66MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Fri Oct 1 21:26:22 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=7349614563156373438457; s:=66962300619939; FindGroupOrder2(p,s); Output: Magma V2.11-6 Fri Oct 1 2004 21:26:22 on modular [Seed = 3536687166] ------------------------------------- [ <2, 3>, <3, 3>, <139, 1>, <4051, 1>, <4093, 1>, <18311, 1>, <806269, 1> ] Total time: 0.310 seconds, Total memory usage: 4.72MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Fri Oct 1 21:29:18 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=27689640096372226058641; s:=848844352254401; FindGroupOrder2(p,s); Output: Magma V2.11-6 Fri Oct 1 2004 21:29:18 on modular [Seed = 3436415472] ------------------------------------- [ <2, 4>, <3, 1>, <5, 3>, <7, 1>, <71, 1>, <257, 1>, <563, 1>, <683, 1>, <2029, 1>, <46309, 1> ] Total time: 0.390 seconds, Total memory usage: 4.72MB '217.128' ************** MAGMA ***************** Host 217.128.165.34 (217.128.165.34) Time: Sat Oct 2 15:12:05 2004 Input: mathilbert(4) Output: Magma V2.11-6 Sat Oct 2 2004 15:12:05 on modular [Seed = 2070202270] ------------------------------------- >> mathilbert(4); ^ User error: Identifier 'mathilbert' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:25:30 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Output: Magma V2.11-6 Sat Oct 2 2004 17:25:30 on modular [Seed = 453330610] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:25:45 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; b^2+b; Ra := PolynomialRing(Fb); Output: Magma V2.11-6 Sat Oct 2 2004 17:25:44 on modular [Seed = 3825057368] ------------------------------------- b^24 Total time: 0.200 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:29:44 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; b^4+b^6+b^7; 1+b+b^3+b^5; 1+b+b^6; 1+b+b^2+b^5+b^6; Ra := PolynomialRing(Fb); Output: Magma V2.11-6 Sat Oct 2 2004 17:29:44 on modular [Seed = 3687155568] ------------------------------------- b^56 b^163 b^210 b^244 Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:31:15 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Output: Magma V2.11-6 Sat Oct 2 2004 17:31:15 on modular [Seed = 3720577693] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:31:29 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); IsPrimitive(Py); Output: Magma V2.11-6 Sat Oct 2 2004 17:31:29 on modular [Seed = 2813982965] ------------------------------------- true Total time: 0.190 seconds, Total memory usage: 3.66MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:32:06 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); IsPrimitive(Py); Fb := ext< Fb | Py >; Output: Magma V2.11-6 Sat Oct 2 2004 17:32:06 on modular [Seed = 2863986079] ------------------------------------- true Total time: 0.200 seconds, Total memory usage: 4.44MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:34:48 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); P_LFSR:=x^17+x^15+x^4+y; Output: Magma V2.11-6 Sat Oct 2 2004 17:34:48 on modular [Seed = 2625815303] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 4.44MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:35:03 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); P_LFSR:=x^17+x^15+x^4+y; IsPrimitive(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 17:35:02 on modular [Seed = 1719154690] ------------------------------------- false Total time: 0.200 seconds, Total memory usage: 4.44MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:35:29 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); P_LFSR:=x^17+x^15+x^4+y; Factorization(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 17:35:28 on modular [Seed = 1802843433] ------------------------------------- [ , , ] Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:36:31 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=Primitive(Fa); P_LFSR:=x^17+x^15+x^4+alfa; Factorization(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 17:36:31 on modular [Seed = 1836266320] ------------------------------------- >> alfa:=Primitive(Fa); ^ User error: Identifier 'Primitive' has not been declared or assigned >> P_LFSR:=x^17+x^15+x^4+alfa; ^ User error: Identifier 'alfa' has not been declared or assigned >> Factorization(P_LFSR); ^ User error: Identifier 'P_LFSR' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 4.44MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:36:39 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; Factorization(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 17:36:39 on modular [Seed = 1986537587] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:37:07 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; IsPrimitive(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 17:37:06 on modular [Seed = 2070226331] ------------------------------------- true Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:37:53 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Output: Magma V2.11-6 Sat Oct 2 2004 17:37:53 on modular [Seed = 2086806191] ------------------------------------- Finite field of size 2^544 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:38:41 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; w^13+1; Output: Magma V2.11-6 Sat Oct 2 2004 17:38:41 on modular [Seed = 1197021636] ------------------------------------- Finite field of size 2^544 w^13 + 1 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:39:32 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Log(w^13+1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Oct 2 2004 17:38:50 on modular [Seed = 1213601472] ------------------------------------- Finite field of size 2^544 Errors: /bin/sh: line 1: 9002 Killed nice -n 19 /usr/local/bin/magma '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:39:56 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; (w^13+1)^5; Output: Magma V2.11-6 Sat Oct 2 2004 17:39:55 on modular [Seed = 1297296388] ------------------------------------- Finite field of size 2^544 (a^2 + a + 1)*w^16 + (a^2 + a + 1)*w^15 + (a^3 + a^2)*w^14 + a*w^13 + (a^3 + 1)*w^12 + (a^2 + a + 1)*w^11 + (a + 1)*w^10 + w^9 + (a^2 + a)*w^8 + a^2*w^7 + (a^3 + a^2)*w^6 + (a^2 + a + 1)*w^5 + (a^3 + 1)*w^4 + a^2*w^3 + a^2*w^2 + a*w + a + 1 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:40:42 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; alfa; Output: Magma V2.11-6 Sat Oct 2 2004 17:40:41 on modular [Seed = 1464415852] ------------------------------------- Finite field of size 2^544 a Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:40:56 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; alfa^5+1; Output: Magma V2.11-6 Sat Oct 2 2004 17:40:55 on modular [Seed = 1480997213] ------------------------------------- Finite field of size 2^544 b^180*a^3 + b^20*a^2 + b^243*a + b^82 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:41:06 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; alfa^2; Output: Magma V2.11-6 Sat Oct 2 2004 17:41:06 on modular [Seed = 1564687437] ------------------------------------- Finite field of size 2^544 a^2 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:41:14 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; alfa^2+alfa; Output: Magma V2.11-6 Sat Oct 2 2004 17:41:13 on modular [Seed = 641222461] ------------------------------------- Finite field of size 2^544 a^2 + a Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:41:27 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Log(alfa^2+1); Output: Magma V2.11-6 Sat Oct 2 2004 17:41:26 on modular [Seed = 724912847] ------------------------------------- Finite field of size 2^544 564883942 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:43:21 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; p:=w^13+1; Output: Magma V2.11-6 Sat Oct 2 2004 17:43:21 on modular [Seed = 758336694] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:43:32 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; p:=w^13+1; p^5+p^3; Output: Magma V2.11-6 Sat Oct 2 2004 17:43:32 on modular [Seed = 908613200] ------------------------------------- (a^2 + a)*w^16 + (a^2 + a)*w^15 + (a^3 + a^2 + a + 1)*w^14 + (a + 1)*w^13 + (a^3 + a)*w^12 + (a^2 + a)*w^11 + (a + 1)*w^9 + (a^2 + 1)*w^8 + (a^2 + a + 1)*w^7 + (a^3 + a^2 + a + 1)*w^6 + w^5 + (a^3 + a)*w^4 + (a^2 + a)*w^3 + (a^2 + a)*w^2 + (a^2 + a)*w Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:43:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; p:=w^13+1; p^2 Output: Magma V2.11-6 Sat Oct 2 2004 17:43:50 on modular [Seed = 992303951] ------------------------------------- w^16 + w^13 + w^11 + (a + 1)*w^9 + (a + 1)*w^7 + (a + 1)*w^5 + a*w^3 + a*w + 1 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 17:44:15 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; p:=w^13+1; p^(2^32); Output: Magma V2.11-6 Sat Oct 2 2004 17:44:15 on modular [Seed = 1008884849] ------------------------------------- (b^200*a^3 + b^122*a^2 + b^129*a + b^82)*w^16 + (b^143*a^3 + b^31*a^2 + b^66*a + b^226)*w^15 + (b^30*a^3 + b^248*a^2 + b^245*a + b^53)*w^14 + (b^64*a^3 + b^199*a^2 + b^164*a + b^129)*w^13 + (b^176*a^3 + b^198*a^2 + b^66*a + b^25)*w^12 + (b^154*a^3 + b^99*a^2 + b^174*a + b^206)*w^11 + (b^38*a^3 + b^37*a^2 + b^144*a + 1)*w^10 + (b^212*a^3 + b^49*a^2 + b^47*a + b^238)*w^9 + (b^202*a^3 + b^15*a^2 + b^37*a + b^148)*w^8 + (b^119*a^3 + b^34*a^2 + b^130*a + b^198)*w^7 + (b^154*a^3 + b^79*a^2 + b^114*a + b^74)*w^6 + (b*a^3 + b^40*a^2 + b^35*a + b^161)*w^5 + (b^188*a^3 + b^7*a^2 + b^132*a + b^162)*w^4 + (b^203*a^3 + b^87*a^2 + b^58*a + b^32)*w^3 + (b^149*a^3 + b^63*a^2 + b^95*a + b^129)*w^2 + (b^3*a^3 + b^129*a^2 + b^172*a + b^129)*w + b^135*a^3 + b^169*a^2 + b^152*a + b^113 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:26:42 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; order(w^13+1); Output: Magma V2.11-6 Sat Oct 2 2004 18:26:41 on modular [Seed = 3235818115] ------------------------------------- Finite field of size 2^544 >> order(w^13+1); ^ User error: Identifier 'order' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:26:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; ord(w^13+1); Output: Magma V2.11-6 Sat Oct 2 2004 18:26:50 on modular [Seed = 3319508877] ------------------------------------- Finite field of size 2^544 >> ord(w^13+1); ^ User error: Identifier 'ord' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:27:12 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; IsPrimitive(2^544-1); Output: Magma V2.11-6 Sat Oct 2 2004 18:27:12 on modular [Seed = 3469780204] ------------------------------------- Finite field of size 2^544 >> IsPrimitive(2^544-1); ^ Runtime error in 'IsPrimitive': Bad argument types Argument types given: RngIntElt Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:27:28 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Factorization(2^544-1); Output: Magma V2.11-6 Sat Oct 2 2004 18:27:28 on modular [Seed = 3553475041] ------------------------------------- Finite field of size 2^544 [ <3, 1>, <5, 1>, <17, 2>, <137, 1>, <257, 1>, <953, 1>, <5441, 1>, <26317, 1>, <43691, 1>, <65537, 1>, <131071, 1>, <354689, 1>, <383521, 1>, <2368179743873, 1>, <2879347902817, 1>, <373200722470799764577, 1>, <335631827046798245410603730138717057, 1>, <63406006407727721042109834220642811713, 1> ] Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:34:48 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^13+1); Output: Magma V2.11-6 Sat Oct 2 2004 18:34:48 on modular [Seed = 3754013621] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:35:10 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Factorization(Order(w^13+1)); Output: Magma V2.11-6 Sat Oct 2 2004 18:35:10 on modular [Seed = 2696858844] ------------------------------------- Finite field of size 2^544 [ <3, 1>, <5, 1>, <17, 2>, <137, 1>, <257, 1>, <953, 1>, <5441, 1>, <26317, 1>, <43691, 1>, <65537, 1>, <131071, 1>, <354689, 1>, <383521, 1>, <2368179743873, 1>, <2879347902817, 1>, <373200722470799764577, 1>, <335631827046798245410603730138717057, 1>, <63406006407727721042109834220642811713, 1> ] Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:35:36 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^13+1); 2^544; Output: Magma V2.11-6 Sat Oct 2 2004 18:35:36 on modular [Seed = 2780547583] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724416 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:36:04 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^17+w^4); 2^544; Output: Magma V2.11-6 Sat Oct 2 2004 18:36:04 on modular [Seed = 2930819736] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724416 Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:39:30 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Log(w^17+w^4); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Oct 2 2004 18:38:48 on modular [Seed = 3064519212] ------------------------------------- Finite field of size 2^544 Errors: /bin/sh: line 1: 9172 Killed nice -n 19 /usr/local/bin/magma '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:41:40 2004 Input: Fb := ext< GF(2) | z^8+z^6+z^3+z^2+1 >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Output: Magma V2.11-6 Sat Oct 2 2004 18:41:39 on modular [Seed = 3114784376] ------------------------------------- >> Fb := ext< GF(2) | z^8+z^6+z^3+z^2+1 >; ^ User error: Identifier 'z' has not been declared or assigned >> Ra := PolynomialRing(Fb); ^ User error: Identifier 'Fb' has not been declared or assigned >> Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); ^ User error: Identifier 'y' has not been declared or assigned >> Fa := ext< Fb | Py >; ^ User error: Identifier 'Fb' has not been declared or assigned >> R_LFSR := PolynomialRing(Fa); ^ User error: Identifier 'Fa' has not been declared or assigned >> alfa:=PrimitiveElement(Fa); ^ User error: Identifier 'Fa' has not been declared or assigned >> P_LFSR:=x^17+x^15+x^4+alfa; ^ User error: Identifier 'x' has not been declared or assigned >> F_LFSR := ext< Fa | P_LFSR>; ^ User error: Identifier 'Fa' has not been declared or assigned >> F_LFSR; ^ User error: Identifier 'F_LFSR' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:42:08 2004 Input: Fb := ext< GF(2) | T^8+T^6+T^3+T^2+1 >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Output: Magma V2.11-6 Sat Oct 2 2004 18:42:08 on modular [Seed = 2208164897] ------------------------------------- >> Fb := ext< GF(2) | T^8+T^6+T^3+T^2+1 >; ^ User error: Identifier 'T' has not been declared or assigned >> Ra := PolynomialRing(Fb); ^ User error: Identifier 'Fb' has not been declared or assigned >> Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); ^ User error: Identifier 'y' has not been declared or assigned >> Fa := ext< Fb | Py >; ^ User error: Identifier 'Fb' has not been declared or assigned >> R_LFSR := PolynomialRing(Fa); ^ User error: Identifier 'Fa' has not been declared or assigned >> alfa:=PrimitiveElement(Fa); ^ User error: Identifier 'Fa' has not been declared or assigned >> P_LFSR:=x^17+x^15+x^4+alfa; ^ User error: Identifier 'x' has not been declared or assigned >> F_LFSR := ext< Fa | P_LFSR>; ^ User error: Identifier 'Fa' has not been declared or assigned >> F_LFSR; ^ User error: Identifier 'F_LFSR' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:42:15 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Sat Oct 2 2004 18:42:14 on modular [Seed = 2224745248] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.180 seconds, Total memory usage: 3.50MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:53:53 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; (w^34+w^30+w^8+w^17+w^15+w^4)^{2^32-1}; Output: Magma V2.11-6 Sat Oct 2 2004 18:53:52 on modular [Seed = 2375286127] ------------------------------------- Finite field of size 2^544 >> (w^34+w^30+w^8+w^17+w^15+w^4)^{2^32-1}; ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, SetEnum[RngIntElt] Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:54:08 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; (w^34+w^30+w^8+w^17+w^15+w^4); Output: Magma V2.11-6 Sat Oct 2 2004 18:54:07 on modular [Seed = 2525554299] ------------------------------------- Finite field of size 2^544 a^2 + a Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:56:07 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^34+w^30+w^8+w^17+w^15+w^4); p^(2^32-1); Output: Magma V2.11-6 Sat Oct 2 2004 18:56:06 on modular [Seed = 2609244415] ------------------------------------- Finite field of size 2^544 1 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:59:05 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^34+w^30+w^8+w^17+w^15+w^4); (w^17+w^15+w^4)*p^(2^32-1); Output: Magma V2.11-6 Sat Oct 2 2004 18:59:04 on modular [Seed = 2003371178] ------------------------------------- Finite field of size 2^544 a Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 18:59:47 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); p^(2^32-1)+p; Output: Magma V2.11-6 Sat Oct 2 2004 18:59:47 on modular [Seed = 2103643899] ------------------------------------- Finite field of size 2^544 a + 1 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:00:04 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); p^(2^32)+p; Output: Magma V2.11-6 Sat Oct 2 2004 19:00:03 on modular [Seed = 2019953646] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:00:26 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); p*(p^(2^32-1)+1); Output: Magma V2.11-6 Sat Oct 2 2004 19:00:26 on modular [Seed = 1197028648] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:00:44 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); (p^(2^32-1)+1); Output: Magma V2.11-6 Sat Oct 2 2004 19:00:44 on modular [Seed = 1113337915] ------------------------------------- Finite field of size 2^544 0 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:02:34 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); (p^(2^33-2)+1); Output: Magma V2.11-6 Sat Oct 2 2004 19:02:34 on modular [Seed = 1213610663] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:02:47 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); (p^(2^33-2)+1); p^2+p; Output: Magma V2.11-6 Sat Oct 2 2004 19:02:47 on modular [Seed = 1464411557] ------------------------------------- Finite field of size 2^544 0 a^2 + a Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:04:21 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); (p^(2^32-1)+p^(2^33-2)); Output: Magma V2.11-6 Sat Oct 2 2004 19:04:21 on modular [Seed = 1380720834] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:05:24 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); p^(2^32-1)*(p^(2^32-1)+1); Output: Magma V2.11-6 Sat Oct 2 2004 19:05:24 on modular [Seed = 1497836552] ------------------------------------- Finite field of size 2^544 0 Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:05:48 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); p^(2^32-1); (p^(2^32-1)+1); Output: Magma V2.11-6 Sat Oct 2 2004 19:05:48 on modular [Seed = 607801613] ------------------------------------- Finite field of size 2^544 1 0 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:09:43 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4); (p^(2^32)+p); Output: Magma V2.11-6 Sat Oct 2 2004 19:09:43 on modular [Seed = 741496958] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:11:15 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4+alfa); (p^(2^32)+p); Output: Magma V2.11-6 Sat Oct 2 2004 19:11:15 on modular [Seed = 724918237] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:11:27 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4+alfa); p; Output: Magma V2.11-6 Sat Oct 2 2004 19:11:27 on modular [Seed = 825181643] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:13:27 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4+alfa); p^3; Output: Magma V2.11-6 Sat Oct 2 2004 19:13:27 on modular [Seed = 1008880462] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:13:43 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(w^17+w^15+w^4+alfa); p^3+p; Output: Magma V2.11-6 Sat Oct 2 2004 19:13:42 on modular [Seed = 992300152] ------------------------------------- Finite field of size 2^544 0 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:15:01 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^4); Output: Magma V2.11-6 Sat Oct 2 2004 19:15:00 on modular [Seed = 102265111] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:15:14 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^4+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:15:13 on modular [Seed = 219380457] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:15:28 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^15+w^4+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:15:28 on modular [Seed = 135692285] ------------------------------------- Finite field of size 2^544 3387417445303112570586758405787092223148948418486148994334686548790089472505590\ 8670637482813017531159717051562417098504457097532653133550599593526067690645497\ 48495 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:15:35 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^15+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:15:35 on modular [Seed = 386490597] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:15:56 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:15:56 on modular [Seed = 302802395] ------------------------------------- Finite field of size 2^544 4294967295 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:17:26 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(x^30+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:17:26 on modular [Seed = 436497529] ------------------------------------- Finite field of size 2^544 >> Order(x^30+alfa); ^ Runtime error in 'Order': Bad argument types Argument types given: RngUPolElt[FldFin] Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:17:34 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^30+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:17:34 on modular [Seed = 3791624074] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:17:47 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^30+w^8+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:17:46 on modular [Seed = 3975322259] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:18:02 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^8+w^4); Output: Magma V2.11-6 Sat Oct 2 2004 19:18:02 on modular [Seed = 3958742436] ------------------------------------- Finite field of size 2^544 7469013822328523177688053553616156652857603516765827873370904193181779641062911\ 1206334268199908953270452642874330826793225766284708595377456950705985828920033\ 365 Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:18:13 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^8+w^4+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:18:12 on modular [Seed = 4142432423] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:18:26 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^8+w^4+alfa^2); Output: Magma V2.11-6 Sat Oct 2 2004 19:18:26 on modular [Seed = 4259548122] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:18:32 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^8+w^4+alfa^2+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:18:32 on modular [Seed = 4175859413] ------------------------------------- Finite field of size 2^544 1151721931403058273999497857967611355870642462285290658073793426588630420651900\ 8948016744156425960594303797531221813491515413161102065407203861798863014819469\ 144883 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:18:42 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^30+w^8+w^4+alfa^2+alfa); Output: Magma V2.11-6 Sat Oct 2 2004 19:18:42 on modular [Seed = 3352932848] ------------------------------------- Finite field of size 2^544 1151721931403058273999497857967611355870642462285290658073793426588630420651900\ 8948016744156425960594303797531221813491515413161102065407203861798863014819469\ 144883 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:20:35 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Roots(F_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 19:20:34 on modular [Seed = 3269244005] ------------------------------------- Finite field of size 2^544 >> Roots(F_LFSR); ^ Runtime error in 'Roots': Bad argument types Argument types given: FldFin Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:20:52 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Roots(P_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 19:20:52 on modular [Seed = 3386359672] ------------------------------------- Finite field of size 2^544 [] Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:21:05 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Primitive(F_LFSR); Output: Magma V2.11-6 Sat Oct 2 2004 19:21:04 on modular [Seed = 3570049617] ------------------------------------- Finite field of size 2^544 >> Primitive(F_LFSR); ^ User error: Identifier 'Primitive' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:25:58 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^((2^544-1)/3)); Output: Magma V2.11-6 Sat Oct 2 2004 19:25:58 on modular [Seed = 3703743679] ------------------------------------- Finite field of size 2^544 >> Order(w^((2^544-1)/3)); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:26:17 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; pwr:=(2^544-1)/3; Order(w^pwr); Output: Magma V2.11-6 Sat Oct 2 2004 19:26:17 on modular [Seed = 3687162791] ------------------------------------- Finite field of size 2^544 >> Order(w^pwr); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:26:25 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; pwr:=(2^544-1)/3; Output: Magma V2.11-6 Sat Oct 2 2004 19:26:25 on modular [Seed = 2797133538] ------------------------------------- Finite field of size 2^544 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:26:56 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Factorization(#F_LFSR-1); pwr:=(2^544-1)/3; Output: Magma V2.11-6 Sat Oct 2 2004 19:26:56 on modular [Seed = 2897400969] ------------------------------------- Finite field of size 2^544 [ <3, 1>, <5, 1>, <17, 2>, <137, 1>, <257, 1>, <953, 1>, <5441, 1>, <26317, 1>, <43691, 1>, <65537, 1>, <131071, 1>, <354689, 1>, <383521, 1>, <2368179743873, 1>, <2879347902817, 1>, <373200722470799764577, 1>, <335631827046798245410603730138717057, 1>, <63406006407727721042109834220642811713, 1> ] Total time: 0.220 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:27:54 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Factorization(#F_LFSR-1); (2^544-1)/3; Output: Magma V2.11-6 Sat Oct 2 2004 19:27:54 on modular [Seed = 2880820148] ------------------------------------- Finite field of size 2^544 [ <3, 1>, <5, 1>, <17, 2>, <137, 1>, <257, 1>, <953, 1>, <5441, 1>, <26317, 1>, <43691, 1>, <65537, 1>, <131071, 1>, <354689, 1>, <383521, 1>, <2368179743873, 1>, <2879347902817, 1>, <373200722470799764577, 1>, <335631827046798245410603730138717057, 1>, <63406006407727721042109834220642811713, 1> ] 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:28:13 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Factorization(#F_LFSR-1); Order(w^182); (2^544-1)/3; Output: Magma V2.11-6 Sat Oct 2 2004 19:28:12 on modular [Seed = 3064516190] ------------------------------------- Finite field of size 2^544 [ <3, 1>, <5, 1>, <17, 2>, <137, 1>, <257, 1>, <953, 1>, <5441, 1>, <26317, 1>, <43691, 1>, <65537, 1>, <131071, 1>, <354689, 1>, <383521, 1>, <2368179743873, 1>, <2879347902817, 1>, <373200722470799764577, 1>, <335631827046798245410603730138717057, 1>, <63406006407727721042109834220642811713, 1> ] 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 Total time: 0.270 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:28:25 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^182); Output: Magma V2.11-6 Sat Oct 2 2004 19:28:25 on modular [Seed = 3181626689] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:28:39 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)/3); Output: Magma V2.11-6 Sat Oct 2 2004 19:28:38 on modular [Seed = 3097935994] ------------------------------------- Finite field of size 2^544 1 Total time: 0.220 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:28:55 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^((2^544-1)/3)); Output: Magma V2.11-6 Sat Oct 2 2004 19:28:54 on modular [Seed = 2275016532] ------------------------------------- Finite field of size 2^544 >> Order(w^((2^544-1)/3)); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:29:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^17); Output: Magma V2.11-6 Sat Oct 2 2004 19:29:51 on modular [Seed = 2375283975] ------------------------------------- Finite field of size 2^544 3387417445303112570586758405787092223148948418486148994334686548790089472505590\ 8670637482813017531159717051562417098504457097532653133550599593526067690645497\ 48495 Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:30:02 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^16); Output: Magma V2.11-6 Sat Oct 2 2004 19:30:01 on modular [Seed = 2291593236] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:30:19 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^289); Output: Magma V2.11-6 Sat Oct 2 2004 19:30:19 on modular [Seed = 2542398713] ------------------------------------- Finite field of size 2^544 1992598497237125041521622591639466013617028481462440584902756793405934983826818\ 1570963225184127959505715912683774763826151233842737137382705643250628053320880\ 8735 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:31:13 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544/3)); Output: Magma V2.11-6 Sat Oct 2 2004 19:31:13 on modular [Seed = 2458708406] ------------------------------------- Finite field of size 2^544 >> Order(w^(2^544/3)); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:31:27 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=w^(2^544/3); Order(p); Output: Magma V2.11-6 Sat Oct 2 2004 19:31:26 on modular [Seed = 2575819442] ------------------------------------- Finite field of size 2^544 >> p:=w^(2^544/3); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt >> Order(p); ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:31:36 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p=(2^544/3); Order(p); Output: Magma V2.11-6 Sat Oct 2 2004 19:31:36 on modular [Seed = 1719147866] ------------------------------------- Finite field of size 2^544 >> p=(2^544/3); ^ User error: Identifier 'p' has not been declared or assigned >> Order(p); ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:31:46 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; p:=(2^544/3); Order(w^p); Output: Magma V2.11-6 Sat Oct 2 2004 19:31:45 on modular [Seed = 1669142630] ------------------------------------- Finite field of size 2^544 >> Order(w^p); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:04 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544)/3); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:04 on modular [Seed = 1752568696] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.260 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:12 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544)); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:12 on modular [Seed = 1969950317] ------------------------------------- Finite field of size 2^544 5758609657015291369997489289838056779353212311426453290368967132943152103259504\ 4740083720782129802971518987656109067457577065805510327036019308994315074097345\ 724415 Total time: 0.250 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:21 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:21 on modular [Seed = 1919682963] ------------------------------------- Finite field of size 2^544 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:34 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)/3); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:34 on modular [Seed = 2137064585] ------------------------------------- Finite field of size 2^544 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:46 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)/4); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:46 on modular [Seed = 1146765246] ------------------------------------- Finite field of size 2^544 >> Order(w^(2^544-1)/4); ^ Runtime error in '/': Division by zero Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:32:58 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)); Output: Magma V2.11-6 Sat Oct 2 2004 19:32:57 on modular [Seed = 1096759948] ------------------------------------- Finite field of size 2^544 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:33:13 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^((2^544-1)/3)); Output: Magma V2.11-6 Sat Oct 2 2004 19:33:12 on modular [Seed = 1313879442] ------------------------------------- Finite field of size 2^544 >> Order(w^((2^544-1)/3)); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:33:23 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^( (2^544-1)/3 )); Output: Magma V2.11-6 Sat Oct 2 2004 19:33:23 on modular [Seed = 1263874284] ------------------------------------- Finite field of size 2^544 >> Order(w^( (2^544-1)/3 )); ^ Runtime error in '^': Bad argument types Argument types given: FldFinElt, FldFinElt Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:33:53 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)/17); Output: Magma V2.11-6 Sat Oct 2 2004 19:33:53 on modular [Seed = 1347300309] ------------------------------------- Finite field of size 2^544 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:34:04 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^(2^544-1)); Output: Magma V2.11-6 Sat Oct 2 2004 19:34:04 on modular [Seed = 1564681941] ------------------------------------- Finite field of size 2^544 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:34:28 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; (2^544-1)/3; Order(w^(2^544-1)); Output: Magma V2.11-6 Sat Oct 2 2004 19:34:27 on modular [Seed = 1514414141] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 1 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:34:55 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; (2^544-1)/3; Order(w^(1919536552338430456665829763279352259784404103808817763456322377647717367753168 1580027906927376600990506329218703022485859021935170109012006436331438358032448574805)); Output: Magma V2.11-6 Sat Oct 2 2004 19:34:55 on modular [Seed = 658070876] ------------------------------------- Finite field of size 2^544 1919536552338430456665829763279352259784404103808817763456322377647717367753168\ 1580027906927376600990506329218703022485859021935170109012006436331438358032448\ 574805 >> 158002790692737660099050632921870302248585902193517010901200643633143835803 ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:35:51 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^19195365523384304566658297632793522597844041038088177634563223776477173677531681580027906927376600990506329218703022485859021935170109012006436331438358032448574805)); Output: Magma V2.11-6 Sat Oct 2 2004 19:35:50 on modular [Seed = 758339358] ------------------------------------- Finite field of size 2^544 >> 06329218703022485859021935170109012006436331438358032448574805)); ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:36:03 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; Order(w^19195365523384304566658297632793522597844041038088177634563223776477173677531681580027906927376600990506329218703022485859021935170109012006436331438358032448574805); Output: Magma V2.11-6 Sat Oct 2 2004 19:36:02 on modular [Seed = 708071468] ------------------------------------- Finite field of size 2^544 3 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:36:18 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; F_LFSR; w^19195365523384304566658297632793522597844041038088177634563223776477173677531681580027906927376600990506329218703022485859021935170109012006436331438358032448574805; Output: Magma V2.11-6 Sat Oct 2 2004 19:36:17 on modular [Seed = 925453602] ------------------------------------- Finite field of size 2^544 b^85 Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:37:23 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; (2^544-1)/17; w^1; Output: Magma V2.11-6 Sat Oct 2 2004 19:37:23 on modular [Seed = 1025722346] ------------------------------------- 3387417445303112570586758405787092223148948418486148994334686548790089472505590\ 8670637482813017531159717051562417098504457097532653133550599593526067690645497\ 48495 w Total time: 0.200 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:37:45 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; (2^544-1)/17; w^3387417445303112570586758405787092223148948418486148994334686548790089472505590867063748281301753115971705156241709850445709753265313355059959352606769064549748495; Output: Magma V2.11-6 Sat Oct 2 2004 19:37:45 on modular [Seed = 975454359] ------------------------------------- 3387417445303112570586758405787092223148948418486148994334686548790089472505590\ 8670637482813017531159717051562417098504457097532653133550599593526067690645497\ 48495 b^90 Total time: 0.210 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:38:33 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; (2^544-1)/17/17; w^1; Output: Magma V2.11-6 Sat Oct 2 2004 19:38:32 on modular [Seed = 18840477] ------------------------------------- 1992598497237125041521622591639466013617028481462440584902756793405934983826818\ 1570963225184127959505715912683774763826151233842737137382705643250628053320880\ 8735 w Total time: 0.190 seconds, Total memory usage: 4.54MB '130.235' ************** MAGMA ***************** Host 130.235.5.15 (130.235.5.15) Time: Sat Oct 2 19:38:53 2004 Input: F2 := FiniteField(2); Rb := PolynomialRing(F2); Pb := z^8+z^6+z^3+z^2+1; Fb := ext< F2 | Pb >; Ra := PolynomialRing(Fb); Py:=y^4+(b^4+b^6+b^7)*y^3+(1+b+b^3+b^5)*y^2+(1+b+b^6)*y+(1+b+b^2+b^5+b^6); Fa := ext< Fb | Py >; R_LFSR := PolynomialRing(Fa); alfa:=PrimitiveElement(Fa); P_LFSR:=x^17+x^15+x^4+alfa; F_LFSR := ext< Fa | P_LFSR>; (2^544-1)/17/17; w^199259849723712504152162259163946601361702848146244058490275679340593498382681815709632251841279595057159126837747638261512338427371373827056432506280533208808735; Output: Magma V2.11-6 Sat Oct 2 2004 19:38:52 on modular [Seed = 235959142] ------------------------------------- 1992598497237125041521622591639466013617028481462440584902756793405934983826818\ 1570963225184127959505715912683774763826151233842737137382705643250628053320880\ 8735 (b^77*a^3 + b^146*a^2 + b^232*a + b^152)*w^16 + (b^135*a^3 + b^88*a^2 + b^169*a + b^216)*w^15 + (b^11*a^3 + b^50*a^2 + b^66*a + b^245)*w^14 + (b^210*a^3 + b^243*a^2 + b^163*a + b^20)*w^13 + (b^196*a^3 + b^237*a^2 + b^106*a + b^102)*w^12 + (b^253*a^3 + b^40*a^2 + b^125*a + b^25)*w^11 + (b^28*a^3 + b^28*a^2 + b^72*a + b^196)*w^10 + (b^178*a^3 + b^94*a^2 + b^91*a + b^165)*w^9 + (b^11*a^3 + b^113*a^2 + b^22*a + b^190)*w^8 + (b^204*a^3 + b^98*a^2 + b^89*a + b^19)*w^7 + (b^241*a^3 + b^132*a^2 + b^244*a + b^149)*w^6 + (b^195*a^3 + b^199*a^2 + b^41*a + b^195)*w^5 + (b^41*a^3 + b^37*a^2 + b^158*a + b^90)*w^4 + (b^245*a^3 + b^234*a^2 + b^152*a + b^253)*w^3 + (b^67*a^3 + b^224*a^2 + b^13*a + 1)*w^2 + (b^57*a^3 + b^176*a^2 + b^254*a + b^156)*w + b^28*a^3 + b^196*a^2 + b^120*a + b^192 Total time: 0.200 seconds, Total memory usage: 4.54MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:34:36 2004 Input: ? isprime Output: Magma V2.11-6 Sat Oct 2 2004 20:34:36 on modular [Seed = 1397578536] ------------------------------------- 8 matches: 1 I /magma/ring-field-algebra/affine-algebra/operations/IsPrime 2 I /magma/ring-field-algebra/algebraic-field/ideal/ideal-Boolean/\ IsPrime 3 I /magma/ring-field-algebra/detail/element/element-Boolean/IsPrime 4 I /magma/ring-field-algebra/function-field/ideals/boolean/IsPrime 5 I /magma/ring-field-algebra/ideal-groebner/ideal-operation/\ predicate/IsPrime 6 I /magma/ring-field-algebra/integer/operation-element/\ element-Boolean/IsPrime 7 I /magma/ring-field-algebra/integer/prime/primality/IsPrime 8 E /magma/ring-field-algebra/integer/operation-element/\ element-Boolean/Example-IsPrime To view an entry, type ? followed by the number next to it Total time: 0.200 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:34:49 2004 Input: isprime(2) Output: Magma V2.11-6 Sat Oct 2 2004 20:34:49 on modular [Seed = 1581274640] ------------------------------------- >> isprime(2); ^ User error: Identifier 'isprime' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:34:57 2004 Input: IsPrime(2) Output: Magma V2.11-6 Sat Oct 2 2004 20:34:57 on modular [Seed = 1514426892] ------------------------------------- true Total time: 0.190 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:35:58 2004 Input: IsPrime(264096480605074416486789203045065341392289239206083658436010477461241722966134631104748256811540446491200213197711997095894779930153433638513595637370336261310730148926613549691397975072266914953930650811327208513920284849665772590258479816738996632561732594187164393260744474066879880446689738857975862039901890184041032599480119000462329808332388029840770026662707569705261148287150512109347521834108168656068537415557834781323947717767808692579791987244941334084996179844797009515558070248588575550358266318672667855691477580121936853507804170377596842235411175161063300784611446378117471045550996014474107294624036327117398819646768424290843937332845077249142455432578608639224492182726387455612346279430771620555595233052682276967499690233418221484831579361501324051625574707418498688459567914464251184595441055432774913749037944813925006824732133247607221992868245352071574900190595809402601051451274891793080670034316134646835299962180867484910702216300151523880348116444302411153580229532599612673361802780332202361321448544401060863521911753085152087264600140295575645491229510317245336366539058812241784160228957880748981793242225682148589238130802452792692337195912069991510598096648097999583649209549178323087485119376540561089830630663562107001066315851081766742061312151919775709764366507845954576016630143887741270148022561711873194736448229231827112450190642474997575380789100745030914680757918442800355907829480106430637354390332567231291912147810600048058452344255605604914223678978992753295835521173131751218124932922208095928042778119588339476957106605617690872052166792460809267624468150394742029887472242396920850896718194996995372599144272306915111715745708733055961848335865017812906522852691863446500784636910111601066165060252714931834697102368116891956086572931340185885357128061944453717612082029069339384358396149600002396311258128581099805503209822661509276025016657023643822758094086462242000169074686999255546130385363112830049401129399613984326256120577759897127458060870436647138578441675936718769314598347793557372328983604307489530779444579884150081064390678862346070069019046896954708936874441540816342037535959932945628643748810034563741316417594473416322370123406645641764836825705002997241361749151955990707480213795595170678479254456406720813956821659726123024508613211534802632132535928590704761522847898831533674378907562431999237286738204265444970176888057628849112182689932211733772555052884983973302758740226405833759522394713775672185322747331067699744782182227441279154590635093245246049961898344284011215659450125917688672558076921178765772096721415059285120241476470188542652172886605700087270243204100777145972944324594268579148320847493693970123111532155248592832835117601312400471244216529437641791310295116180085763598344693750491579232530825180803035424041450725196613573735151053373148904106458556514328171878206889251524838344689993711977180681931780300826505647710614458126373542617939040166757621707340109014689705182925731445514796161786980230560376046287990821367048218197716852832427788648752330227731232595142448894256095752464966126434118730975734807861124181568215025923454708271195697555536988793136569601114127084951908687805678191252699235935580469011675894909280267782084089616009935362636609678021373923874297995898954737559609231691289210903391689240576817809642120706009084791330035583113423141371593887816828361633020923469730621251128192595929151495217592358266246551534571023251421276297287254642639598862588427086919550959609516810079277647370647928637160508849917270228911601596049141768853481355663064284066040959348550751301026156171576231826261087683244522399198831167912975905401260000813020976252318328675721400888706880328908153647168782918516976857648407303352608227271027624161073716857375962055184354726487498753661705626652608350429694368104221991964570378564343949913369141219717071877242861201844011409564160880423096057698197171579185892851009286450167271723808081908808647088936761072555158072219785900571039253230291087445320669621178619116134401740104979281911272495528014663585145398951934441073347066666697122275702729211358011452337885756589732748176398204412897459295087535137126943131528429418914951421455796909698278407903118001766205851141390713576480483706641790569544923656787063485744092524482845342525455614636165594901233047289895375055901460789037811433982679429205213615021012821336948762914827245879500081034038873517627618201434941606456598811593289631506557212465010353975071113957636197208915443430798916659294509648904438830309600565581686716892253993000790069192526210411) Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Sat Oct 2 2004 20:35:16 on modular [Seed = 641216005] ------------------------------------- Errors: /bin/sh: line 1: 9793 Killed nice -n 19 /usr/local/bin/magma '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:36:22 2004 Input: IsPrime(50822090843122341647563789566654736287462979604334800561819972723197135709875792782991314325710340214797) Output: Magma V2.11-6 Sat Oct 2 2004 20:36:22 on modular [Seed = 574368451] ------------------------------------- true Total time: 0.200 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:36:44 2004 Input: IsPrime(10882457724216911840228791111154926772453526692453533870975446245163515796795194175191855421148397726142656128323901533563140522112118769137427951738880932930340528218075961574811420850470784095714535204248610413359024722989094205169388503860139) Output: Magma V2.11-6 Sat Oct 2 2004 20:36:44 on modular [Seed = 758326742] ------------------------------------- true Total time: 0.270 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:37:55 2004 Input: IsPrime(172539266459462128445989333421441501956901129859920057117915098474268511054603154999308789709302562192069467492198779801399228947593122261822229704906552549874592981607737970015767810297504522688009872121930129759304166217881987439705281314835527633710903907094961961877711034916932430567910987122462716532504360905464898398467281662167055109315558995267596591487331883723064140962649643373697697059349672514487689862734304598920067204869545699295169081147516693204494840408882371160634501450044334303397227540932074407597557499793297734846502418146883589094313581747864770661201059283147962318932355255979319196202989197153564766789051120956047903706821787166496718539302826107962315907469872260494596308349729831152637) Output: Magma V2.11-6 Sat Oct 2 2004 20:37:52 on modular [Seed = 691478958] ------------------------------------- true Total time: 1.350 seconds, Total memory usage: 3.50MB '24.163.' ************** MAGMA ***************** Host 24.163.67.137 (24.163.67.137) Time: Sat Oct 2 20:38:29 2004 Input: IsPrime(93765148492242264567029972255389350259464798239451657084614346917544207303437017955778498518892186487775118891243248166551193560238678154222030471135346171589706161232448266715976868851392806655819280199034662286366335385787715566578868562458753495442936870044120123060287256617835002677172150130389096817830440707819595743475905812319746873814938471290537042994565688636675227598251281361269910873320686397937702756298056910147418903972497581686633504786552830388193255547719196203688678295088373840072848219875279138255237582427777746396717849638757745880930385332714682685210249834687435279645620019567449545258236711196234206995621852473973037600952366485124085377638006543147877639254951338300587939502432425544557152465872240259812120295419623677181821041108312706298086584081806164223357592908717748875674823222242283587529410026360045380548699090922495157883134815716379269137533273835179641823093105863823759516081813095147630344718580367225923653064123453445882459206401831073108402162148861789366899914173308862186733844461466576176748932119573982709258772054289548086065532491022520617817438570083902593621001522373) Output: Magma V2.11-6 Sat Oct 2 2004 20:38:21 on modular [Seed = 858602409] ------------------------------------- true Total time: 4.209 seconds, Total memory usage: 3.50MB '84.135.' ************** MAGMA ***************** Host 84.135.185.109 (84.135.185.109) Time: Sun Oct 3 06:14:45 2004 Input: BKLC(GF(4),22,7) Output: Magma V2.11-6 Sun Oct 3 2004 06:14:40 on modular [Seed = 1364181294] ------------------------------------- [22, 7, 12] Linear Code over GF(2^2) Generator matrix: [1 0 0 0 0 0 0 $.1 0 1 $.1 0 0 $.1^2 $.1^2 1 $.1 1 $.1 $.1^2 0 $.1^2] [0 1 0 0 0 0 0 $.1^2 $.1^2 $.1 $.1^2 1 $.1 $.1 0 0 $.1^2 0 $.1 0 1 1] [0 0 1 0 0 0 0 1 1 0 1 $.1 $.1 1 $.1^2 1 $.1^2 0 1 1 $.1^2 $.1^2] [0 0 0 1 0 0 0 $.1^2 0 $.1^2 $.1 $.1 0 0 $.1 0 $.1^2 1 $.1^2 $.1^2 $.1^2 $.1] [0 0 0 0 1 0 0 $.1 0 1 $.1 0 $.1^2 1 $.1 0 1 $.1 $.1^2 $.1 $.1 0] [0 0 0 0 0 1 0 0 $.1 0 1 $.1 0 $.1^2 1 $.1 0 1 $.1 $.1^2 $.1 $.1] [0 0 0 0 0 0 1 $.1 $.1^2 $.1^2 1 $.1^2 $.1^2 1 1 $.1^2 $.1^2 1 $.1^2 $.1^2 $.1 1] true Total time: 0.200 seconds, Total memory usage: 3.98MB '84.135.' ************** MAGMA ***************** Host 84.135.185.109 (84.135.185.109) Time: Sun Oct 3 06:16:41 2004 Input: BKLC(GF(4),98,64) Output: Magma V2.11-6 Sun Oct 3 2004 06:16:40 on modular [Seed = 741522635] ------------------------------------- [98, 64, 13] Linear Code over GF(2^2) Generator matrix: [1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 1 $.1^2 $.1 0 $.1 $.1^2 0 $.1 0 $.1 0 1 $.1 $.1^2 $.1 1 $.1^2 $.1 $.1^2 1 $.1 1 1 $.1^2 $.1^2 $.1^2 1 0 1 $.1^2 $.1] [0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 $.1^2 0 $.1^2 1 1 $.1 $.1 $.1 $.1 1 0 $.1 $.1^2 1 $.1 0 $.1 1 $.1 $.1 $.1^2 $.1^2 0 $.1^2 0 1 1 1 $.1 1 $.1^2 1] [0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 0 0 $.1 $.1 1 1 $.1 1 1 0 0 $.1^2 $.1 0 $.1 $.1 $.1^2 1 $.1 $.1^2 $.1 0 $.1 0 0 $.1 $.1 0 0 $.1^2 $.1 $.1] [0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 0 $.1 $.1^2 0 $.1^2 1 1 1 0 $.1^2 $.1^2 $.1 0 1 1 $.1 $.1 $.1^2 $.1 $.1^2 $.1 0 0 $.1 $.1 $.1 $.1^2 $.1 $.1^2 1 1 0 1] [0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 $.1 $.1 0 1 1 1 0 $.1 $.1^2 $.1 $.1 $.1^2 1 $.1 1 1 $.1^2 $.1^2 0 $.1^2 $.1^2 $.1^2 $.1^2 $.1^2 0 1 1 $.1 $.1 $.1 $.1] [0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 1 1 1 1 1 0 $.1 $.1 1 $.1 $.1 0 $.1 0 0 0 $.1^2 1 0 0 $.1 $.1^2 $.1^2 0 $.1^2 0 $.1 $.1 0 0 1 0] [0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 $.1 0 1 1 1 $.1^2 $.1^2 1 $.1 $.1^2 0 0 1 $.1 1 $.1^2 0 0 1 1 $.1^2 0 1 0 1 $.1^2 $.1 $.1^2 $.1 $.1 $.1] [0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 $.1^2 $.1^2 $.1^2 $.1 $.1^2 1 0 $.1 $.1^2 $.1 $.1^2 $.1^2 $.1 $.1 $.1^2 $.1^2 $.1 0 $.1^2 $.1^2 $.1^2 0 $.1 $.1 1 $.1^2 0 0 0 $.1 1 1] [0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 $.1 $.1 1 $.1^2 1 1 0 $.1^2 1 1 $.1^2 $.1^2 0 $.1 $.1 1 $.1 $.1 $.1 $.1 1 $.1 0 $.1 0 1 0 $.1 1 0 0 1] [0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 1 0 $.1 $.1 $.1 1 $.1 0 $.1^2 1 1 0 1 1 1 1 1 $.1 $.1^2 1 $.1 0 $.1 $.1 $.1^2 $.1^2 $.1 $.1^2 0 $.1^2 $.1^2] [0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1 $.1 $.1^2 1 $.1 1 $.1^2 $.1 $.1 $.1 1 0 $.1^2 $.1 $.1 0 0 0 0 $.1 $.1^2 $.1^2 1 $.1 1 1 0 $.1 $.1^2 1 $.1 $.1 $.1] [0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 0 $.1^2 $.1^2 $.1 0 $.1 0 1 $.1 $.1 $.1 1 0 1 1 0 0 $.1^2 $.1^2 0 $.1^2 $.1 $.1 1 $.1 $.1^2 $.1^2 1 $.1^2 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1^2 1 1 $.1 0 1 $.1^2 1 $.1 0 0 $.1 0 0 $.1 $.1 1 1 0 0 1 0 1 $.1 $.1^2 1 0 $.1 1 $.1^2 $.1^2 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 $.1 $.1 0 $.1^2 0 1 0 0 $.1^2 $.1^2 $.1 0 1 1 $.1^2 $.1^2 $.1^2 $.1^2 $.1 $.1 1 1 $.1^2 $.1 $.1^2 $.1^2 $.1 $.1^2 1 0 0 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1^2 1 0 0 $.1^2 $.1^2 1 $.1^2 1 $.1 0 1 0 $.1^2 1 0 $.1^2 $.1^2 1 0 0 $.1^2 1 1 $.1 1 1 1 $.1 1 $.1^2 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 1 $.1 $.1^2 $.1 0 0 $.1^2 $.1 $.1^2 0 0 $.1^2 1 $.1^2 $.1^2 $.1 1 1 $.1 0 1 $.1 $.1 0 1 1 $.1 $.1^2 $.1^2 0 1 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 $.1^2 $.1 1 0 1 $.1 $.1^2 1 $.1 1 $.1 $.1^2 1 $.1^2 1 $.1^2 $.1 $.1 1 $.1 0 $.1^2 0 0 0 $.1^2 $.1 0 1 $.1 0 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 1 $.1^2 $.1^2 $.1 0 0 1 0 1 $.1 $.1 $.1 1 $.1^2 $.1 $.1^2 $.1 1 $.1^2 $.1 $.1 $.1^2 $.1 $.1 1 0 $.1^2 0 1 0 1 $.1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 $.1 $.1 0 1 1 $.1^2 $.1^2 1 $.1^2 $.1 $.1^2 $.1 0 0 $.1 0 0 $.1 $.1^2 0 1 0 $.1^2 $.1 $.1^2 $.1^2 $.1^2 1 $.1^2 $.1^2 $.1 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 0 $.1^2 $.1 1 1 1 $.1 $.1 $.1 1 1 $.1 1 1 $.1 1 $.1 $.1^2 $.1 1 1 0 0 $.1 0 0 $.1^2 $.1^2 $.1 $.1 $.1 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 1 $.1 $.1 0 1 0 1 $.1^2 1 1 1 1 $.1^2 $.1^2 $.1 1 1 0 1 1 0 $.1^2 0 $.1 $.1 1 1 $.1 0 $.1 $.1^2 1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 $.1 1 0 $.1^2 $.1 0 0 1 $.1 1 0 1 0 0 $.1^2 $.1 1 $.1^2 0 0 0 0 $.1 0 0 1 0 $.1^2 $.1^2 1 $.1^2 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 1 1 0 1 $.1 1 $.1^2 1 0 1 $.1 0 0 1 0 1 $.1 0 0 0 $.1 0 0 1 0 1 $.1^2 1 0 1 1 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 1 0 1 $.1 $.1^2 0 1 1 1 0 $.1 0 $.1^2 1 0 1 $.1^2 $.1 1 1 $.1 0 $.1 $.1 $.1^2 $.1^2 $.1^2 1 $.1^2 0 1 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 0 $.1^2 $.1^2 $.1^2 $.1^2 $.1^2 $.1 1 $.1^2 1 0 0 $.1^2 1 0 1 $.1^2 $.1 $.1^2 1 $.1^2 0 1 $.1 $.1 $.1 1 0 0 0 $.1 $.1^2 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 0 1 0 1 1 $.1 0 0 $.1 0 0 $.1 $.1^2 $.1^2 1 1 0 $.1^2 0 $.1 0 $.1^2 $.1 1 $.1 1 $.1^2 $.1^2 1 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 0 $.1^2 1 0 1 $.1^2 $.1 1 0 1 $.1 $.1 1 $.1^2 1 1 0 $.1 $.1^2 $.1^2 0 $.1^2 $.1^2 1 $.1 $.1^2 $.1 1 $.1^2 $.1^2 $.1^2 $.1 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 1 0 $.1 0 $.1 0 $.1^2 $.1^2 $.1 $.1^2 0 0 $.1^2 $.1^2 $.1^2 0 $.1^2 1 0 0 0 $.1 $.1 1 1 0 $.1 1 1 0 1 0 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1^2 $.1^2 1 1 $.1^2 $.1 $.1^2 $.1 $.1 $.1 $.1 1 0 $.1^2 $.1^2 $.1 0 $.1^2 $.1 0 0 0 1 $.1^2 $.1 $.1^2 $.1^2 0 $.1^2 $.1^2 $.1 $.1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 $.1^2 $.1 $.1 1 0 1 0 1 $.1^2 1 $.1 $.1 $.1^2 0 $.1 1 1 $.1^2 0 1 0 0 $.1 0 $.1 $.1 1 0 $.1 $.1^2 $.1^2 1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 $.1^2 0 $.1 $.1^2 $.1 0 1 1 $.1^2 $.1 $.1^2 1 1 0 $.1 $.1 $.1 $.1 0 $.1^2 1 0 $.1^2 $.1 0 0 $.1 $.1 0 0 $.1 $.1 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 $.1^2 1 0 $.1^2 $.1 1 0 1 $.1^2 $.1 $.1^2 1 $.1 $.1^2 $.1^2 $.1 $.1 $.1^2 $.1^2 0 $.1 $.1 1 $.1^2 0 1 $.1^2 $.1^2 $.1 0 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 $.1 $.1 $.1 $.1^2 $.1^2 $.1 0 $.1 $.1^2 1 $.1 0 0 $.1^2 0 $.1^2 $.1^2 0 $.1^2 1 $.1 1 1 $.1^2 $.1 0 1 1 $.1^2 0 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1^2 0 1 $.1 $.1^2 $.1^2 $.1 1 1 $.1^2 $.1^2 1 0 $.1^2 $.1 $.1 $.1 $.1 $.1 $.1^2 1 $.1^2 0 0 $.1^2 $.1^2 0 1 $.1 $.1 $.1^2 $.1 0] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 $.1 1 0 $.1 1 1 0 1 0 0 $.1 0 $.1^2 0 0 0 $.1 1 $.1 0 $.1^2 1 0 $.1^2 $.1 $.1 $.1 1 0 1] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 1 $.1^2 1 $.1 $.1^2 $.1 $.1^2 $.1^2 $.1^2 1 $.1^2 1 0 $.1^2 1 1 0 1 $.1^2 1 0 $.1 $.1 $.1^2 1 1 1 $.1^2 0 $.1^2 1 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1 $.1^2 1 1 $.1^2 1 $.1^2 $.1^2 1 0 1 $.1^2 $.1^2 $.1 1 $.1 1 0 $.1 1 $.1^2 $.1 $.1^2 0 $.1 1 1 $.1 0 $.1 $.1^2 $.1^2] [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 $.1 $.1^2 $.1 ** WARNING: Output too long, hence truncated. '84.135.' ************** MAGMA ***************** Host 84.135.185.109 (84.135.185.109) Time: Sun Oct 3 06:17:17 2004 Input: BKLC(GF(4),112,77) Output: Magma V2.11-6 Sun Oct 3 2004 06:17:17 on modular [Seed = 557822435] ------------------------------------- >> SetMemoryLimit(100000000); ^ Runtime error in '!': Argument 2 (112) should be in the range [1 .. 100] Total time: 0.200 seconds, Total memory usage: 3.78MB '84.135.' ************** MAGMA ***************** Host 84.135.185.109 (84.135.185.109) Time: Sun Oct 3 06:17:48 2004 Input: BKLC(GF(5),80,59) Output: Magma V2.11-6 Sun Oct 3 2004 06:17:47 on modular [Seed = 1008905368] ------------------------------------- Database does not exist for GF( 5 ) currently Total time: 0.200 seconds, Total memory usage: 3.78MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:14:16 2004 Input: MordellWeilRank([0,3,1,2,0]) Output: Magma V2.11-6 Sun Oct 3 2004 11:14:16 on modular [Seed = 3438123764] ------------------------------------- >> MordellWeilRank([0,3,1,2,0]) ^ Runtime error in 'MordellWeilRank': Bad argument types Argument types given: SeqEnum[RngIntElt] Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:21:52 2004 Input: MordellWeilRank(ElliptiCurve([0,3,1,2,0])) Output: Magma V2.11-6 Sun Oct 3 2004 11:21:52 on modular [Seed = 3012750291] ------------------------------------- >> MordellWeilRank(ElliptiCurve([0,3,1,2,0])) ^ User error: Identifier 'ElliptiCurve' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:26:13 2004 Input: E:=ElliptiCurve([0,3,1,2,0]) Output: Magma V2.11-6 Sun Oct 3 2004 11:26:12 on modular [Seed = 3130778078] ------------------------------------- >> E:=ElliptiCurve([0,3,1,2,0]) ^ User error: Identifier 'ElliptiCurve' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:26:19 2004 Input: E:=EllipticCurve([0,3,1,2,0]) Output: Magma V2.11-6 Sun Oct 3 2004 11:26:19 on modular [Seed = 3198150101] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:26:52 2004 Input: MordellWeillRank(EllipticCurve([0,3,1,2,0])); Output: Magma V2.11-6 Sun Oct 3 2004 11:26:52 on modular [Seed = 2726558190] ------------------------------------- >> MordellWeillRank(EllipticCurve([0,3,1,2,0])); ^ User error: Identifier 'MordellWeillRank' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:27:00 2004 Input: MordellWeilRank(EllipticCurve([0,3,1,2,0])); Output: Magma V2.11-6 Sun Oct 3 2004 11:26:59 on modular [Seed = 2793930133] ------------------------------------- 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:30:51 2004 Input: MordellWeilRank(EllipticCurve([0,0,0,-38,0])); Output: Magma V2.11-6 Sun Oct 3 2004 11:30:51 on modular [Seed = 2680079812] ------------------------------------- 1 Total time: 0.200 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:35:57 2004 Input: MordellWeilRank(EllipticCurve([0,0,0,-82,0])); Output: Magma V2.11-6 Sun Oct 3 2004 11:35:57 on modular [Seed = 2225461673] ------------------------------------- 3 Total time: 0.190 seconds, Total memory usage: 3.50MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:47:12 2004 Input: IntegralPoints(EllipticCurve([0,3,1,2,0])); Output: Magma V2.11-6 Sun Oct 3 2004 11:47:11 on modular [Seed = 2376913917] ------------------------------------- [ (-1 : 0 : 1), (0 : 0 : 1), (-2 : -1 : 1), (1 : -3 : 1), (5 : 14 : 1) ] [ [ <(-1 : 0 : 1), 1> ], [ <(-1 : 0 : 1), 2> ], [ <(-1 : 0 : 1), 3> ], [ <(-1 : 0 : 1), 4> ], [ <(-1 : 0 : 1), 6> ] ] Total time: 0.380 seconds, Total memory usage: 3.86MB '62.7.13' ************** MAGMA ***************** Host 62.7.137.75 (62.7.137.75) Time: Sun Oct 3 11:56:33 2004 Input: IntegralPoints(EllipticCurve([0,0,0,0,1])); Output: Magma V2.11-6 Sun Oct 3 2004 11:56:33 on modular [Seed = 3589584279] ------------------------------------- [ (2 : -3 : 1), (0 : -1 : 1), (-1 : 0 : 1) ] [ [ <(2 : -3 : 1), 1> ], [ <(0 : -1 : 1), 1> ], [ <(-1 : 0 : 1), 1> ] ] Total time: 0.200 seconds, Total memory usage: 3.66MB '212.56.' ************** MAGMA ***************** Host 212.56.75.172 (212.56.75.172) Time: Sun Oct 3 13:08:32 2004 Input: IntegralPoints(EllipticCurve([0,0,0,-82,0])); Output: Magma V2.11-6 Sun Oct 3 2004 13:07:59 on modular [Seed = 3236016218] ------------------------------------- [ (98 : 966 : 1), (-8 : -12 : 1), (242 : 3762 : 1), (-9 : -3 : 1), (0 : 0 : 1), (-1 : -9 : 1), (82 : -738 : 1), (18 : 66 : 1) ] [ [ <(-8 : 12 : 1), -1>, <(-9 : 3 : 1), -1> ], [ <(-8 : 12 : 1), -1> ], [ <(-8 : 12 : 1), -1>, <(-9 : 3 : 1), 1> ], [ <(-9 : 3 : 1), -1> ], [ <(0 : 0 : 1), 1> ], [ <(-1 : -9 : 1), 1> ], [ <(-1 : -9 : 1), 1>, <(0 : 0 : 1), 1> ], [ <(-1 : -9 : 1), 1>, <(-8 : 12 : 1), 1> ] ] Total time: 16.640 seconds, Total memory usage: 4.06MB '212.56.' ************** MAGMA ***************** Host 212.56.75.172 (212.56.75.172) Time: Sun Oct 3 13:18:18 2004 Input: IntegralPoints(EllipticCurve([0,0,0,0,-1])); Output: Magma V2.11-6 Sun Oct 3 2004 13:18:17 on modular [Seed = 3080110747] ------------------------------------- [ (1 : 0 : 1) ] [ [ <(1 : 0 : 1), 1> ] ] Total time: 0.200 seconds, Total memory usage: 3.66MB '212.56.' ************** MAGMA ***************** Host 212.56.75.172 (212.56.75.172) Time: Sun Oct 3 13:19:52 2004 Input: IntegralPoints(EllipticCurve([0,0,-1,0,0])); Output: Magma V2.11-6 Sun Oct 3 2004 13:19:51 on modular [Seed = 3012740721] ------------------------------------- [ (0 : 1 : 1) ] [ [ <(0 : 1 : 1), 1> ] ] Total time: 0.200 seconds, Total memory usage: 3.76MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:07:26 2004 Input: a^2+sqrt(a^2+b)=0 Output: Magma V2.11-6 Sun Oct 3 2004 15:07:25 on modular [Seed = 823147940] ------------------------------------- >> a^2+sqrt(a^2+b)=0; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:07:36 2004 Input: Solve[a^2+sqrt(a^2+b)=0] Output: Magma V2.11-6 Sun Oct 3 2004 15:07:36 on modular [Seed = 907492022] ------------------------------------- >> Solve[a^2+sqrt(a^2+b)=0]; ^ User error: Identifier 'Solve' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:11:51 2004 Input: ComplexField(); Output: Magma V2.11-6 Sun Oct 3 2004 15:11:51 on modular [Seed = 3770806127] ------------------------------------- Complex Field Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:15:37 2004 Input: R := PolynomialRing(Integers()); f := x + sqrt(x^2 + b); Output: Magma V2.11-6 Sun Oct 3 2004 15:15:37 on modular [Seed = 3303393893] ------------------------------------- >> f := x + sqrt(x^2 + b); ^ User error: Identifier 'b' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:16:11 2004 Input: a:=ComplexField(); b:=ComplexField(); f := a + sqrt(a^2 + b); Output: Magma V2.11-6 Sun Oct 3 2004 15:16:11 on modular [Seed = 3113793338] ------------------------------------- >> f := a + sqrt(a^2 + b); ^ User error: Identifier 'sqrt' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:16:26 2004 Input: a:=ComplexField(); b:=ComplexField(); f := a + (a^2 + b)^0.5; Output: Magma V2.11-6 Sun Oct 3 2004 15:16:26 on modular [Seed = 3198136268] ------------------------------------- >> f := a + (a^2 + b)^0.5; ^ Runtime error in '^': Bad argument types Argument types given: FldPr, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:18:36 2004 Input: P := PolynomialRing(Complex()); Output: Magma V2.11-6 Sun Oct 3 2004 15:18:36 on modular [Seed = 2726540118] ------------------------------------- >> P := PolynomialRing(Complex()); ^ Runtime error in 'Complex': Bad argument types Argument types given: Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:18:43 2004 Input: P := PolynomialRing(Complexs()); Output: Magma V2.11-6 Sun Oct 3 2004 15:18:42 on modular [Seed = 2810623565] ------------------------------------- >> P := PolynomialRing(Complexs()); ^ User error: Identifier 'Complexs' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:18:49 2004 Input: P := PolynomialRing(Complexes()); Output: Magma V2.11-6 Sun Oct 3 2004 15:18:49 on modular [Seed = 2629668221] ------------------------------------- >> P := PolynomialRing(Complexes()); ^ User error: Identifier 'Complexes' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:23:30 2004 Input: P := PolynomialRing(ComplexField()); Output: Magma V2.11-6 Sun Oct 3 2004 15:23:30 on modular [Seed = 1501055376] ------------------------------------- >> P := PolynomialRing(ComplexField()); ^ Runtime error in 'AssignNames': Argument 2 must have length 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:24:34 2004 Input: P := PolynomialRing(ComplexField(),2); Output: Magma V2.11-6 Sun Oct 3 2004 15:24:34 on modular [Seed = 1450657503] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:24:57 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+sqrt(a^2+b) Output: Magma V2.11-6 Sun Oct 3 2004 15:24:57 on modular [Seed = 1231575611] ------------------------------------- >> f:=a+sqrt(a^2+b); ^ User error: Identifier 'sqrt' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:25:06 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+(a^2+b) Output: Magma V2.11-6 Sun Oct 3 2004 15:25:05 on modular [Seed = 1282236198] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:25:14 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+(a^2+b)^0.5; Output: Magma V2.11-6 Sun Oct 3 2004 15:25:13 on modular [Seed = 957885019] ------------------------------------- >> f:=a+(a^2+b)^0.5;; ^ Runtime error in '^': Bad argument types Argument types given: RngMPolElt, RngMPolElt Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:25:40 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+exp(ln(a^2+b)/2); Output: Magma V2.11-6 Sun Oct 3 2004 15:25:40 on modular [Seed = 1008545651] ------------------------------------- >> f:=a+exp(ln(a^2+b)/2);; ^ User error: Identifier 'ln' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:25:48 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+exp(log(a^2+b)/2); Output: Magma V2.11-6 Sun Oct 3 2004 15:25:48 on modular [Seed = 924198000] ------------------------------------- >> f:=a+exp(log(a^2+b)/2);; ^ User error: Identifier 'log' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:26:19 2004 Input: P := PolynomialRing(ComplexField(),2); f:=a+Sqrt(a^2+b); Output: Magma V2.11-6 Sun Oct 3 2004 15:26:19 on modular [Seed = 739065612] ------------------------------------- >> f:=a+Sqrt(a^2+b);; ^ Runtime error in 'Sqrt': Cannot take square roots for this ring Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:26:56 2004 Input: P := PowerSeriesRing(ComplexField(),2); f:=a+Sqrt(a^2+b); Output: Magma V2.11-6 Sun Oct 3 2004 15:26:55 on modular [Seed = 423103202] ------------------------------------- >> P := PowerSeriesRing(ComplexField(),2); ^ Runtime error in 'AssignNames': Argument 2 must have length 1 >> f:=a+Sqrt(a^2+b);; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:27:21 2004 Input: P1 := PowerSeriesRing(ComplexField()); P2 := PowerSeriesRing(ComplexField()); f:=a+Sqrt(a^2+b); Output: Magma V2.11-6 Sun Oct 3 2004 15:27:20 on modular [Seed = 322044144] ------------------------------------- >> f:=a+Sqrt(a^2+b);; ^ Runtime error in 'Sqrt': Valuation of argument 1 must be even for non-Puiseux series Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:28:23 2004 Input: P1 := Ring(ComplexField()); P2 := Ring(ComplexField()); f:=a+Sqrt(a^2+b); Output: Magma V2.11-6 Sun Oct 3 2004 15:28:22 on modular [Seed = 136911780] ------------------------------------- >> P1 := Ring(ComplexField()); ^ Runtime error in 'Ring': Bad argument types Argument types given: FldPr >> P2 := Ring(ComplexField()); ^ Runtime error in 'Ring': Bad argument types Argument types given: FldPr >> f:=a+Sqrt(a^2+b);; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:28:37 2004 Input: P1 := ComplexField(); P2 := ComplexField(); f:=a+Sqrt(a^2+b); Output: Magma V2.11-6 Sun Oct 3 2004 15:28:37 on modular [Seed = 52564125] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:28:44 2004 Input: P1 := ComplexField(); P2 := ComplexField(); f:=a+Sqrt(a^2+b); f Output: Magma V2.11-6 Sun Oct 3 2004 15:28:44 on modular [Seed = 103224721] ------------------------------------- 0.455089860562227341304357757822468569621 + 2.0986841134678099660398011952406783785381*b Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:29:02 2004 Input: P := ComplexField(2); f:=a+Sqrt(a^2+b); f Output: Magma V2.11-6 Sun Oct 3 2004 15:29:01 on modular [Seed = 4191742591] ------------------------------------- >> P := ComplexField(2); ^ Runtime error in 'AssignNames': Argument 2 must have length 1 >> f:=a+Sqrt(a^2+b); ^ User error: Identifier 'a' has not been declared or assigned >> f; ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:29:29 2004 Input: P1 := ComplexField(); P2 := ComplexField(); f:=a+Sqrt(a^2+b); f(0,0) Output: Magma V2.11-6 Sun Oct 3 2004 15:29:29 on modular [Seed = 4056998803] ------------------------------------- >> f(0,0); ^ Runtime error in procedure call: Attempting to call something that is not callable Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:29:59 2004 Input: P1 := ComplexField(); P2 := ComplexField(); f:=a+Sqrt(a^2+b); f<1,1> Output: Magma V2.11-6 Sun Oct 3 2004 15:29:59 on modular [Seed = 4107658936] ------------------------------------- >> f<1,1>; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '83.129.' ************** MAGMA ***************** Host 83.129.243.192 (83.129.243.192) Time: Sun Oct 3 15:30:07 2004 Input: P1 := ComplexField(); P2 := ComplexField(); f:=a+Sqrt(a^2+b); f Output: Magma V2.11-6 Sun Oct 3 2004 15:30:07 on modular [Seed = 4023319979] ------------------------------------- 0.455089860562227341304357757822468569621 + 2.0986841134678099660398011952406783785381*b Total time: 0.190 seconds, Total memory usage: 3.50MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Mon Oct 4 06:00:56 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Mon Oct 4 2004 06:00:56 on modular [Seed = 2579089353] ------------------------------------- >> D := (x^4+2x+3); ^ User error: Invalid hexadecimal integer >> F := FunctionField(y^2 - D); ^ User error: Identifier 'D' has not been declared or assigned >> O := MaximalOrderFinite(F); ^ User error: Identifier 'F' has not been declared or assigned >> L := Factorization((x^4+x+2)*O); ^ Runtime error in '*': Bad argument types Argument types given: FldFunRatUElt, Intrinsic >> I := L[1][1]; ^ User error: Identifier 'L' has not been declared or assigned >> pl := Place(I); ^ User error: Identifier 'I' has not been declared or assigned >> ClassGroup(F) ^ User error: Identifier 'F' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '137.193' ************** MAGMA ***************** Host 137.193.61.16 (137.193.61.16) Time: Mon Oct 4 06:01:04 2004 Input: R := FunctionField(GF(7)); P := PolynomialRing(R); D := (x^4+2*x+3); F := FunctionField(y^2 - D); O := MaximalOrderFinite(F); L := Factorization((x^4+x+2)*O); I := L[1][1]; pl := Place(I); // SClassGroup({pl}) ClassGroup(F) Output: Magma V2.11-6 Mon Oct 4 2004 06:01:03 on modular [Seed = 2663301321] ------------------------------------- Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 Mapping from: Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 to Divisor group of F Mapping from: Divisor group of F to Abelian Group isomorphic to Z/10 + Z Defined on 2 generators Relations: 10*$.1 = 0 given by a rule Total time: 0.480 seconds, Total memory usage: 13.78MB '128.101' ************** MAGMA ***************** Host 128.101.154.66 (128.101.154.66) Time: Mon Oct 4 14:35:46 2004 Input: RR:=PolynomialRing(GF(2)); F:=ext; R:=PolynomialRing(F); //repeat f:=x^5+Random(F)*x^3+Random(F)*x^2+Random(F)*x+Random(F); C:=HyperellipticCurve(f,x^2+x+1); J:=Jacobian(C); o:=#J; order:=Numerator(o/2); //until IsPrime(order); order; Output: Magma V2.11-6 Mon Oct 4 2004 14:35:31 on modular [Seed = 604304089] ------------------------------------- 11972621413016093525427547687618771414205948422268625 Total time: 7.120 seconds, Total memory usage: 7.10MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:32:04 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-5399,2012,-83910,14484,-366127]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:31:56 on modular [Seed = 4073825867] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,1000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.480 seconds, Total memory usage: 5.35MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:32:45 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-56987401,0]); f := P!Reverse([7549,0,-45294,-120784,309509]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,1000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:32:38 on modular [Seed = 4191857978] ------------------------------------- 2 Point [ 1, 115, 949, 919 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 150, 349, 230 ] was singular mod 1009 and ignored at the #1 lift Point [ 1, 389, 19, 496 ] was singular mod 1009 and ignored at the #1 lift Elliptic Curve defined by y^2 = x^3 - 56987401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 626861411*x + 6022770462086 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.390 seconds, Total memory usage: 5.13MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:33:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-56987401,0]); f := P!Reverse([7549,0,-45294,-120784,309509]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,5000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:33:02 on modular [Seed = 3855003934] ------------------------------------- 2 Point [ 1, 314, 1314, 1127 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 472, 4001, 8 ] was singular mod 5003 and ignored at the #3 lift Point [ 1, 2827, 4655, 2189 ] was singular mod 5003 and ignored at the #1 lift Point [ 1, 4950, 424, 3076 ] was singular mod 5003 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 56987401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 626861411*x + 6022770462086 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 12.210 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:34:27 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-56987401,0]); f := P!Reverse([7549,0,-45294,-120784,309509]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:33:48 on modular [Seed = 3770922985] ------------------------------------- 2 Point [ 1, 726, 4903, 6642 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2137, 4104, 5798 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 2438, 1002, 4086 ] was singular mod 8009 and ignored at the #3 lift Point [ 1, 3824, 3198, 5682 ] was singular mod 8009 and ignored at the #1 lift Point [ 1, 4636, 6685, 4769 ] was singular mod 8009 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 56987401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 626861411*x + 6022770462086 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.339 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:35:31 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-56987401,0]); f := P!Reverse([7549,0,-45294,-120784,309509]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,8500); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:34:51 on modular [Seed = 3973036962] ------------------------------------- 2 Point [ 1, 1181, 1627, 6868 ] was singular mod 8501 and ignored at the #3 lift Point [ 1, 1260, 2459, 5842 ] was singular mod 8501 and ignored at the #3 lift Point [ 1, 3088, 1611, 85 ] was singular mod 8501 and ignored at the #3 lift Point [ 1, 4568, 1930, 3110 ] was singular mod 8501 and ignored at the #1 lift Point [ 1, 7968, 2420, 7008 ] was singular mod 8501 and ignored at the #3 lift Elliptic Curve defined by y^2 = x^3 - 56987401*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 626861411*x + 6022770462086 over Rational Field function(p) ... end function >> m(pts[1]); ^ Runtime error in '[]': Sequence element 1 not defined >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 19.980 seconds, Total memory usage: 5.16MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:35:50 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-58094884,0]); f := P!Reverse([-18167,19240,-99012,51504,-109372]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:35:49 on modular [Seed = 3905666920] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,100); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 58094884*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 639043724*x + 6199188881872 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 0.820 seconds, Total memory usage: 4.79MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:36:32 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-15280281,0]); f := P!Reverse([-16819,-4524,-43344,-5976,-31068]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:36:28 on modular [Seed = 355877565] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,100); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 15280281*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 168083091*x + 836228658006 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.009 seconds, Total memory usage: 4.70MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:37:00 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-20659,4252,-60336,7384,-49212]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,100); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:36:54 on modular [Seed = 288507603] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,100); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 3.129 seconds, Total memory usage: 5.37MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:37:25 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([0,0,0,-29822521,0]); f := P!Reverse([-20659,4252,-60336,7384,-49212]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,2000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: Magma V2.11-6 Mon Oct 4 2004 23:37:19 on modular [Seed = 490621670] ------------------------------------- 0 >> F := S[1]; ^ Runtime error in '[]': Sequence element 1 not defined >> pts := Points(F,2000); ^ User error: Identifier 'F' has not been declared or assigned >> X,m := Scheme(F); ^ User error: Identifier 'F' has not been declared or assigned Elliptic Curve defined by y^2 = x^3 - 29822521*x over Rational Field Elliptic Curve defined by y^2 = x^3 - 328047731*x + 2280051020534 over Rational Field function(p) ... end function >> m(pts[1]); ^ User error: Identifier 'pts' has not been declared or assigned >> Height($1); ^ Runtime error in 'Height': Bad argument types Argument types given: CrvEll[FldRat] Total time: 2.919 seconds, Total memory usage: 5.37MB '66.63.1' ************** MAGMA ***************** Host 66.63.133.139 (66.63.133.139) Time: Mon Oct 4 23:39:29 2004 Input: P := PolynomialRing(Integers()); E := EllipticCurve([1,0,0,-2029618868982900897912970,1112872991819139146923702415527076900]); f := P!Reverse([5,0,9930400468081,0,79409849685606720000000]); S := FourDescent(f); #S; F := S[1]; pts := Points(F,3000); X,m := Scheme(F); E; AssociatedEC(f); m(pts[1]); Height($1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Mon Oct 4 2004 23:38:47 on modular [Seed = 69685847] ------------------------------------- Errors: /bin/sh: line 1: 21776 Killed nice -n 19 /usr/local/bin/magma '138.96.' ************** MAGMA ***************** Host 138.96.81.2 (138.96.81.2) Time: Tue Oct 5 06:58:02 2004 Input: 2+2 Output: Magma V2.11-6 Tue Oct 5 2004 06:57:58 on modular [Seed = 1867272257] ------------------------------------- 4 Total time: 0.310 seconds, Total memory usage: 3.50MB '138.96.' ************** MAGMA ***************** Host 138.96.81.2 (138.96.81.2) Time: Tue Oct 5 06:58:16 2004 Input: 2+2; Output: Magma V2.11-6 Tue Oct 5 2004 06:58:15 on modular [Seed = 1648450876] ------------------------------------- 4 Total time: 0.220 seconds, Total memory usage: 3.50MB '138.96.' ************** MAGMA ***************** Host 138.96.81.2 (138.96.81.2) Time: Tue Oct 5 06:58:25 2004 Input: 2+2/2; Output: Magma V2.11-6 Tue Oct 5 2004 06:58:25 on modular [Seed = 2579146449] ------------------------------------- 3 Total time: 0.200 seconds, Total memory usage: 3.50MB '143.239' ************** MAGMA ***************** Host 143.239.211.125 (143.239.211.125) Time: Tue Oct 5 08:13:51 2004 Input: n:=3; GFn:=GaloisField(2^n); for f0 in GFn do for f1 in GFn do for f2 in GFn do print([f0,f1,f2]) end for; end for; end for; Output: Magma V2.11-6 Tue Oct 5 2004 08:13:46 on modular [Seed = 4275908636] ------------------------------------- >> end for; ^ User error: bad syntax >> end for; ^ User error: bad syntax >> end for;; ^ User error: bad syntax Total time: 0.270 seconds, Total memory usage: 3.50MB '143.239' ************** MAGMA ***************** Host 143.239.211.125 (143.239.211.125) Time: Tue Oct 5 08:14:16 2004 Input: n:=3; GFn:=GaloisField(2^n); for f0 in GFn do for f1 in GFn do for f2 in GFn do print([f0,f1,f2]); end for; end for; end for; Output: Magma V2.11-6 Tue Oct 5 2004 08:14:15 on modular [Seed = 456706580] ------------------------------------- [ 1, 1, 1 ] [ 1, 1, a ] [ 1, 1, a^2 ] [ 1, 1, a^3 ] [ 1, 1, a^4 ] [ 1, 1, a^5 ] [ 1, 1, a^6 ] [ 1, 1, 0 ] [ 1, a, 1 ] [ 1, a, a ] [ 1, a, a^2 ] [ 1, a, a^3 ] [ 1, a, a^4 ] [ 1, a, a^5 ] [ 1, a, a^6 ] [ 1, a, 0 ] [ 1, a^2, 1 ] [ 1, a^2, a ] [ 1, a^2, a^2 ] [ 1, a^2, a^3 ] [ 1, a^2, a^4 ] [ 1, a^2, a^5 ] [ 1, a^2, a^6 ] [ 1, a^2, 0 ] [ 1, a^3, 1 ] [ 1, a^3, a ] [ 1, a^3, a^2 ] [ 1, a^3, a^3 ] [ 1, a^3, a^4 ] [ 1, a^3, a^5 ] [ 1, a^3, a^6 ] [ 1, a^3, 0 ] [ 1, a^4, 1 ] [ 1, a^4, a ] [ 1, a^4, a^2 ] [ 1, a^4, a^3 ] [ 1, a^4, a^4 ] [ 1, a^4, a^5 ] [ 1, a^4, a^6 ] [ 1, a^4, 0 ] [ 1, a^5, 1 ] [ 1, a^5, a ] [ 1, a^5, a^2 ] [ 1, a^5, a^3 ] [ 1, a^5, a^4 ] [ 1, a^5, a^5 ] [ 1, a^5, a^6 ] [ 1, a^5, 0 ] [ 1, a^6, 1 ] [ 1, a^6, a ] [ 1, a^6, a^2 ] [ 1, a^6, a^3 ] [ 1, a^6, a^4 ] [ 1, a^6, a^5 ] [ 1, a^6, a^6 ] [ 1, a^6, 0 ] [ 1, 0, 1 ] [ 1, 0, a ] [ 1, 0, a^2 ] [ 1, 0, a^3 ] [ 1, 0, a^4 ] [ 1, 0, a^5 ] [ 1, 0, a^6 ] [ 1, 0, 0 ] [ a, 1, 1 ] [ a, 1, a ] [ a, 1, a^2 ] [ a, 1, a^3 ] [ a, 1, a^4 ] [ a, 1, a^5 ] [ a, 1, a^6 ] [ a, 1, 0 ] [ a, a, 1 ] [ a, a, a ] [ a, a, a^2 ] [ a, a, a^3 ] [ a, a, a^4 ] [ a, a, a^5 ] [ a, a, a^6 ] [ a, a, 0 ] [ a, a^2, 1 ] [ a, a^2, a ] [ a, a^2, a^2 ] [ a, a^2, a^3 ] [ a, a^2, a^4 ] [ a, a^2, a^5 ] [ a, a^2, a^6 ] [ a, a^2, 0 ] [ a, a^3, 1 ] [ a, a^3, a ] [ a, a^3, a^2 ] [ a, a^3, a^3 ] [ a, a^3, a^4 ] [ a, a^3, a^5 ] [ a, a^3, a^6 ] [ a, a^3, 0 ] [ a, a^4, 1 ] [ a, a^4, a ] [ a, a^4, a^2 ] [ a, a^4, a^3 ] [ a, a^4, a^4 ] [ a, a^4, a^5 ] [ a, a^4, a^6 ] [ a, a^4, 0 ] [ a, a^5, 1 ] [ a, a^5, a ] [ a, a^5, a^2 ] [ a, a^5, a^3 ] [ a, a^5, a^4 ] [ a, a^5, a^5 ] [ a, a^5, a^6 ] [ a, a^5, 0 ] [ a, a^6, 1 ] [ a, a^6, a ] [ a, a^6, a^2 ] [ a, a^6, a^3 ] [ a, a^6, a^4 ] [ a, a^6, a^5 ] [ a, a^6, a^6 ] [ a, a^6, 0 ] [ a, 0, 1 ] [ a, 0, a ] [ a, 0, a^2 ] [ a, 0, a^3 ] [ a, 0, a^4 ] [ a, 0, a^5 ] [ a, 0, a^6 ] [ a, 0, 0 ] [ a^2, 1, 1 ] [ a^2, 1, a ] [ a^2, 1, a^2 ] [ a^2, 1, a^3 ] [ a^2, 1, a^4 ] [ a^2, 1, a^5 ] [ a^2, 1, a^6 ] [ a^2, 1, 0 ] [ a^2, a, 1 ] [ a^2, a, a ] [ a^2, a, a^2 ] [ a^2, a, a^3 ] [ a^2, a, a^4 ] [ a^2, a, a^5 ] [ a^2, a, a^6 ] [ a^2, a, 0 ] [ a^2, a^2, 1 ] [ a^2, a^2, a ] [ a^2, a^2, a^2 ] [ a^2, a^2, a^3 ] [ a^2, a^2, a^4 ] [ a^2, a^2, a^5 ] [ a^2, a^2, a^6 ] [ a^2, a^2, 0 ] [ a^2, a^3, 1 ] [ a^2, a^3, a ] [ a^2, a^3, a^2 ] [ a^2, a^3, a^3 ] [ a^2, a^3, a^4 ] [ a^2, a^3, a^5 ] [ a^2, a^3, a^6 ] [ a^2, a^3, 0 ] [ a^2, a^4, 1 ] [ a^2, a^4, a ] [ a^2, a^4, a^2 ] [ a^2, a^4, a^3 ] [ a^2, a^4, a^4 ] [ a^2, a^4, a^5 ] [ a^2, a^4, a^6 ] [ a^2, a^4, 0 ] [ a^2, a^5, 1 ] [ a^2, a^5, a ] [ a^2, a^5, a^2 ] [ a^2, a^5, a^3 ] [ a^2, a^5, a^4 ] [ a^2, a^5, a^5 ] [ a^2, a^5, a^6 ] [ a^2, a^5, 0 ] [ a^2, a^6, 1 ] [ a^2, a^6, a ] [ a^2, a^6, a^2 ] [ a^2, a^6, a^3 ] [ a^2, a^6, a^4 ] [ a^2, a^6, a^5 ] [ a^2, a^6, a^6 ] [ a^2, a^6, 0 ] [ a^2, 0, 1 ] [ a^2, 0, a ] [ a^2, 0, a^2 ] [ a^2, 0, a^3 ] [ a^2, 0, a^4 ] [ a^2, 0, a^5 ] [ a^2, 0, a^6 ] [ a^2, 0, 0 ] [ a^3, 1, 1 ] [ a^3, 1, a ] [ a^3, 1, a^2 ] [ a^3, 1, a^3 ] [ a^3, 1, a^4 ] [ a^3, 1, a^5 ] [ a^3, 1, a^6 ] [ a^3, 1, 0 ] [ a^3, a, 1 ] [ a^3, a, a ] [ a^3, a, a^2 ] [ a^3, a, a^3 ] [ a^3, a, a^4 ] [ a^3, a, a^5 ] [ a^3, a, a^6 ] [ a^3, a, 0 ] [ a^3, a^2, 1 ] [ a^3, a^2, a ] [ a^3, a^2, a^2 ] [ a^3, a^2, a^3 ] [ a^3, a^2, a^4 ] [ a^3, a^2, a^5 ] [ a^3, a^2, a^6 ] [ a^3, a^2, 0 ] [ a^3, a^3, 1 ] [ a^3, a^3, a ] [ a^3, a^3, a^2 ] [ a^3, a^3, a^3 ] [ a^3, a^3, a^4 ] [ a^3, a^3, a^5 ] [ a^3, a^3, a^6 ] [ a^3, a^3, 0 ] [ a^3, a^4, 1 ] [ a^3, a^4, a ] [ a^3, a^4, a^2 ] [ a^3, a^4, a^3 ] [ a^3, a^4, a^4 ] [ a^3, a^4, a^5 ] [ a^3, a^4, a^6 ] [ a^3, a^4, 0 ] [ a^3, a^5, 1 ] [ a^3, a^5, a ] [ a^3, a^5, a^2 ] [ a^3, a^5, a^3 ] [ a^3, a^5, a^4 ] [ a^3, a^5, a^5 ] [ a^3, a^5, a^6 ] [ a^3, a^5, 0 ] [ a^3, a^6, 1 ] [ a^3, a^6, a ] [ a^3, a^6, a^2 ] [ a^3, a^6, a^3 ] [ a^3, a^6, a^4 ] [ a^3, a^6, a^5 ] [ a^3, a^6, a^6 ] [ a^3, a^6, 0 ] [ a^3, 0, 1 ] [ a^3, 0, a ] [ a^3, 0, a^2 ] [ a^3, 0, a^3 ] [ a^3, 0, a^4 ] [ a^3, 0, a^5 ] [ a^3, 0, a^6 ] [ a^3, 0, 0 ] [ a^4, 1, 1 ] [ a^4, 1, a ] [ a^4, 1, a^2 ] [ a^4, 1, a^3 ] [ a^4, 1, a^4 ] [ a^4, 1, a^5 ] [ a^4, 1, a^6 ] [ a^4, 1, 0 ] [ a^4, a, 1 ] [ a^4, a, a ] [ a^4, a, a^2 ] [ a^4, a, a^3 ] [ a^4, a, a^4 ] [ a^4, a, a^5 ] [ a^4, a, a^6 ] [ a^4, a, 0 ] [ a^4, a^2, 1 ] [ a^4, a^2, a ] [ a^4, a^2, a^2 ] [ a^4, a^2, a^3 ] [ a^4, a^2, a^4 ] [ a^4, a^2, a^5 ] [ a^4, a^2, a^6 ] [ a^4, a^2, 0 ] [ a^4, a^3, 1 ] [ a^4, a^3, a ] [ a^4, a^3, a^2 ] [ a^4, a^3, a^3 ] [ a^4, a^3, a^4 ] [ a^4, a^3, a^5 ] [ a^4, a^3, a^6 ] [ a^4, a^3, 0 ] [ a^4, a^4, 1 ] [ a^4, a^4, a ] [ a^4, a^4, a^2 ] [ a^4, a^4, a^3 ] [ a^4, a^4, a^4 ] [ a^4, a^4, a^5 ] [ a^4, a^4, a^6 ] [ a^4, a^4, 0 ] [ a^4, a^5, 1 ] [ a^4, a^5, a ] [ a^4, a^5, a^2 ] [ a^4, a^5, a^3 ] [ a^4, a^5, a^4 ] [ a^4, a^5, a^5 ] [ a^4, a^5, a^6 ] [ a^4, a^5, 0 ] [ a^4, a^6, 1 ] [ a^4, a^6, a ] [ a^4, a^6, a^2 ] [ a^4, a^6, a^3 ] [ a^4, a^6, a^4 ] [ a^4, a^6, a^5 ] [ a^4, a^6, a^6 ] [ a^4, a^6, 0 ] [ a^4, 0, 1 ] [ a^4, 0, a ] [ a^4, 0, a^2 ] [ a^4, 0, a^3 ] [ a^4, 0, a^4 ] [ a^4, 0, a^5 ] [ a^4, 0, a^6 ] [ a^4, 0, 0 ] [ a^5, 1, 1 ] [ a^5, 1, a ] [ a^5, 1, a^2 ] [ a^5, 1, a^3 ] [ a^5, 1, a^4 ] [ a^5, 1, a^5 ] [ a^5, 1, a^6 ] [ a^5, 1, 0 ] [ a^5, a, 1 ] [ a^5, a, a ] [ a^5, a, a^2 ] [ a^5, a, a^3 ] [ a^5, a, a^4 ] [ a^5, a, a^5 ] [ a^5, a, a^6 ] [ a^5, a, 0 ] [ a^5, a^2, 1 ] [ a^5, a^2, a ] [ a^5, a^2, a^2 ] [ a^5, a^2, a^3 ] [ a^5, a^2, a^4 ] [ a^5, a^2, a^5 ] [ a^5, a^2, a^6 ] [ a^5, a^2, 0 ] [ a^5, a^3, 1 ] [ a^5, a^3, a ] [ a^5, a^3, a^2 ] [ a^5, a^3, a^3 ] [ a^5, a^3, a^4 ] [ a^5, a^3, a^5 ] [ a^5, a^3, a^6 ] [ a^5, a^3, 0 ] [ a^5, a^4, 1 ] [ a^5, a^4, a ] [ a^5, a^4, a^2 ] [ a^5, a^4, a^3 ] [ a^5, a^4, a^4 ] [ a^5, a^4, a^5 ] [ a^5, a^4, a^6 ] [ a^5, a^4, 0 ] [ a^5, a^5, 1 ] [ a^5, a^5, a ] [ a^5, a^5, a^2 ] [ a^5, a^5, a^3 ] [ a^5, a^5, a^4 ] [ a^5, a^5, a^5 ] [ a^5, a^5, a^6 ] [ a^5, a^5, 0 ] [ a^5, a^6, 1 ] [ a^5, a^6, a ] [ a^5, a^6, a^2 ] [ a^5, a^6, a^3 ] [ a^5, a^6, a^4 ] [ a^5, a^6, a^5 ] [ a^5, a^6, a^6 ] [ a^5, a^6, 0 ] [ a^5, 0, 1 ] [ a^5, 0, a ] [ a^5, 0, a^2 ] [ a^5, 0, a^3 ] [ a^5, 0, a^4 ] [ a^5, 0, a^5 ] [ a^5, 0, a^6 ] [ a^5, 0, 0 ] [ a^6, 1, 1 ] [ a^6, 1, a ] [ a^6, 1, a^2 ] [ a^6, 1, a^3 ] [ a^6, 1, a^4 ] [ a^6, 1, a^5 ] [ a^6, 1, a^6 ] [ a^6, 1, 0 ] [ a^6, a, 1 ] [ a^6, a, a ] [ a^6, a, a^2 ] [ a^6, a, a^3 ] [ a^6, a, a^4 ] [ a^6, a, a^5 ] [ a^6, a, a^6 ] [ a^6, a, 0 ] [ a^6, a^2, 1 ] [ a^6, a^2, a ] [ a^6, a^2, a^2 ] [ a^6, a^2, a^3 ] [ a^6, a^2, a^4 ] [ a^6, a^2, a^5 ] [ a^6, a^2, a^6 ] [ a^6, a^2, 0 ] [ a^6, a^3, 1 ] [ a^6, a^3, a ] [ a^6, a^3, a^2 ] [ a^6, a^3, a^3 ] [ a^6, a^3, a^4 ] [ a^6, a^3, a^5 ] [ a^6, a^3, a^6 ] [ a^6, a^3, 0 ] [ a^6, a^4, 1 ] [ a^6, a^4, a ] [ a^6, a^4, a^2 ] [ a^6, a^4, a^3 ] [ a^6, a^4, a^4 ] [ a^6, a^4, a^5 ] [ a^6, a^4, a^6 ] [ a^6, a^4, 0 ] [ a^6, a^5, 1 ] [ a^6, a^5, a ] [ a^6, a^5, a^2 ] [ a^6, a^5, a^3 ] [ a^6, a^5, a^4 ] [ a^6, a^5, a^5 ] [ a^6, a^5, a^6 ] [ a^6, a^5, 0 ] [ a^6, a^6, 1 ] [ a^6, a^6, a ] [ a^6, a^6, a^2 ] [ a^6, a^6, a^3 ] [ a^6, a^6, a^4 ] [ a^6, a^6, a^5 ] [ a^6, a^6, a^6 ] [ a^6, a^6, 0 ] [ a^6, 0, 1 ] [ a^6, 0, a ] [ a^6, 0, a^2 ] [ a^6, 0, a^3 ] [ a^6, 0, a^4 ] [ a^6, 0, a^5 ] [ a^6, 0, a^6 ] [ a^6, 0, 0 ] [ 0, 1, 1 ] [ 0, 1, a ] [ 0, 1, a^2 ] [ 0, 1, a^3 ] [ 0, 1, a^4 ] [ 0, 1, a^5 ] [ 0, 1, a^6 ] [ 0, 1, 0 ] [ 0, a, 1 ] [ 0, a, a ] [ 0, a, a^2 ] [ 0, a, a^3 ] [ 0, a, a^4 ] [ 0, a, a^5 ] [ 0, a, a^6 ] [ 0, a, 0 ] [ 0, a^2, 1 ] [ 0, a^2, a ] [ 0, a^2, a^2 ] [ 0, a^2, a^3 ] [ 0, a^2, a^4 ] [ 0, a^2, a^5 ] [ 0, a^2, a^6 ] [ 0, a^2, 0 ] [ 0, a^3, 1 ] [ 0, a^3, a ] [ 0, a^3, a^2 ] [ 0, a^3, a^3 ] [ 0, a^3, a^4 ] [ 0, a^3, a^5 ] [ 0, a^3, a^6 ] [ 0, a^3, 0 ] [ 0, a^4, 1 ] [ 0, a^4, a ] [ 0, a^4, a^2 ] [ 0, a^4, a^3 ] [ 0, a^4, a^4 ] [ 0, a^4, a^5 ] [ 0, a^4, a^6 ] [ 0, a^4, 0 ] [ 0, a^5, 1 ] [ 0, a^5, a ] [ 0, a^5, a^2 ] [ 0, a^5, a^3 ] [ 0, a^5, a^4 ] [ 0, a^5, a^5 ] [ 0, a^5, a^6 ] [ 0, a^5, 0 ] [ 0, a^6, 1 ] [ 0, a^6, a ] [ 0, a^6, a^2 ] [ 0, a^6, a^3 ] [ 0, a^6, a^4 ] [ 0, a^6, a^5 ] [ 0, a^6, a^6 ] [ 0, a^6, 0 ] [ 0, 0, 1 ] [ 0, 0, a ] [ 0, 0, a^2 ] [ 0, 0, a^3 ] [ 0, 0, a^4 ] [ 0, 0, a^5 ] [ 0, 0, a^6 ] [ 0, 0, 0 ] Total time: 0.180 seconds, Total memory usage: 3.50MB '143.239' ************** MAGMA ***************** Host 143.239.211.125 (143.239.211.125) Time: Tue Oct 5 08:25:02 2004 Input: n:=7; r:=3; GFn:=GaloisField(2^n); GFnr:=GaloisField(2^(n*r)); P:=PolynomialRing(GFn); count:=0; for f0 in GFn do G:=P!f0+z+z^3; if IsEmpty(Roots(G)) then count:=count+1; end if; end for; print(count); Output: Magma V2.11-6 Tue Oct 5 2004 08:25:02 on modular [Seed = 355911315] ------------------------------------- 43 Total time: 0.190 seconds, Total memory usage: 3.56MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:24:27 2004 Input: 5/3+2 Output: Magma V2.11-6 Tue Oct 5 2004 10:24:11 on modular [Seed = 2962448166] ------------------------------------- 11/3 Total time: 0.310 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:00 2004 Input: &+(n : n in 2..10) Output: Magma V2.11-6 Tue Oct 5 2004 10:24:59 on modular [Seed = 2877834251] ------------------------------------- >> &+(n : n in 2..10); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:09 2004 Input: &+(n where n in 2..10) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:09 on modular [Seed = 2928492912] ------------------------------------- >> &+(n where n in 2..10); ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:17 2004 Input: &+(n where n is 2..10) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:17 on modular [Seed = 2709671543] ------------------------------------- >> &+(n where n is 2..10); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:25 2004 Input: &+(n where n is 2in ..10) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:23 on modular [Seed = 2760330090] ------------------------------------- >> &+(n where n is 2in ..10); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:31 2004 Input: &+(n where n is in 2..10) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:31 on modular [Seed = 3757846559] ------------------------------------- >> &+(n where n is in 2..10); ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:42 2004 Input: &+(n where n is [2..10]) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:42 on modular [Seed = 3539025199] ------------------------------------- 54 Total time: 0.180 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:25:51 2004 Input: &+(n where n is [2..100000]) Output: Magma V2.11-6 Tue Oct 5 2004 10:25:50 on modular [Seed = 3589683744] ------------------------------------- 5000049999 Total time: 0.220 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:26:04 2004 Input: &+(n/(n+1) where n is [2..100000]) Output: Magma V2.11-6 Tue Oct 5 2004 10:26:04 on modular [Seed = 3370854191] ------------------------------------- >> &+(n/(n+1) where n is [2..100000]); ^ Runtime error in '+': Bad argument types Argument types given: SeqEnum[RngIntElt], RngIntElt Total time: 0.190 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:26:35 2004 Input: &+(n/3 where n is [2..100000]) Output: Magma V2.11-6 Tue Oct 5 2004 10:26:34 on modular [Seed = 3286248899] ------------------------------------- >> &+(n/3 where n is [2..100000]); ^ Runtime error in '/': Bad argument types Argument types given: SeqEnum[RngIntElt], RngIntElt Total time: 0.210 seconds, Total memory usage: 3.50MB '134.157' ************** MAGMA ***************** Host 134.157.86.77 (134.157.86.77) Time: Tue Oct 5 10:26:45 2004 Input: &+((n/3) where n is [2..100000]) Output: Magma V2.11-6 Tue Oct 5 2004 10:26:44 on modular [Seed = 3336907000] ------------------------------------- >> &+((n/3) where n is [2..100000]); ^ Runtime error in '/': Bad argument types Argument types given: SeqEnum[RngIntElt], RngIntElt Total time: 0.220 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:09:17 2004 Input: 2*3 Output: Magma V2.11-6 Tue Oct 5 2004 15:09:17 on modular [Seed = 2877823979] ------------------------------------- 6 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:11:53 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^5 + 7*x^4 + 3*x^2 - x + 1); OK := MaximalOrder(K); I := 2*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:11:53 on modular [Seed = 2709655877] ------------------------------------- [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:13:32 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*(2)^(1/2))*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:13:31 on modular [Seed = 3707727770] ------------------------------------- >> I := (2+3*(2)^(1/2))*OK; ^ Runtime error in '*': Rhs argument 1 is invalid for this constructor >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:14:47 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*(2)^(1/2))*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:14:46 on modular [Seed = 3690489952] ------------------------------------- >> I := (2+3*(2)^(1/2))*OK; ^ Runtime error in '*': Rhs argument 1 is invalid for this constructor >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:19:34 2004 Input: 9^(1/2) Output: Magma V2.11-6 Tue Oct 5 2004 15:19:34 on modular [Seed = 4242492967] ------------------------------------- 3 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:21:55 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*2^(1/2))*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:21:54 on modular [Seed = 4208545717] ------------------------------------- >> I := (2+3*2^(1/2))*OK; ^ Runtime error in '*': Rhs argument 1 is invalid for this constructor >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:22:13 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*2^(1/2)); Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:22:12 on modular [Seed = 4073801611] ------------------------------------- >> Factorization(I);; ^ Runtime error in 'Factorization': Bad argument types Argument types given: FldReElt Total time: 0.180 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:25:54 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*2^(1/2))*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:25:53 on modular [Seed = 3854979513] ------------------------------------- >> I := (2+3*2^(1/2))*OK; ^ Runtime error in '*': Rhs argument 1 is invalid for this constructor >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:26:39 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := [2,3]*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:26:39 on modular [Seed = 3770897554] ------------------------------------- >> I := [2,3]*OK; ^ Runtime error in '*': Bad argument types Argument types given: SeqEnum[RngIntElt], RngOrd >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:26:49 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := [2,3]; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:26:49 on modular [Seed = 507357819] ------------------------------------- >> Factorization(I);; ^ Runtime error in 'Factorization': Bad argument types Argument types given: SeqEnum[RngIntElt] Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:28:09 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := 2*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:28:08 on modular [Seed = 456699855] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.56MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:29:47 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := [2,3]*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:29:47 on modular [Seed = 288532006] ------------------------------------- >> I := [2,3]*OK; ^ Runtime error in '*': Bad argument types Argument types given: SeqEnum[RngIntElt], RngOrd >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:34:39 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*2^(1/2))*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:34:39 on modular [Seed = 137084507] ------------------------------------- >> I := (2+3*2^(1/2))*OK; ^ Runtime error in '*': Rhs argument 1 is invalid for this constructor >> Factorization(I);; ^ User error: Identifier 'I' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 15:34:59 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*a)*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 15:34:58 on modular [Seed = 103133304] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.56MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 16:05:56 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := 2*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 16:05:56 on modular [Seed = 2002045135] ------------------------------------- [ ] Total time: 0.190 seconds, Total memory usage: 3.56MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 16:06:46 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+3*a)*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 16:06:46 on modular [Seed = 1817170854] ------------------------------------- [ , ] Total time: 0.200 seconds, Total memory usage: 3.56MB '24.244.' ************** MAGMA ***************** Host 24.244.215.194 (24.244.215.194) Time: Tue Oct 5 16:27:20 2004 Input: R := PolynomialRing(RationalField()); K := NumberField(x^2 - 2); OK := MaximalOrder(K); I := (2+5*a)*OK; Factorization(I); Output: Magma V2.11-6 Tue Oct 5 2004 16:27:19 on modular [Seed = 2444481322] ------------------------------------- [ , ] Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:24:33 2004 Input: sin(2*3) Output: Magma V2.11-6 Tue Oct 5 2004 17:24:32 on modular [Seed = 3370817732] ------------------------------------- >> sin(2*3) ^ User error: Identifier 'sin' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:24:38 2004 Input: Sin(2*3) Output: Magma V2.11-6 Tue Oct 5 2004 17:24:38 on modular [Seed = 3320288719] ------------------------------------- -0.279415498198925872811555446611894759622 Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:24:47 2004 Input: Sin(2*3) Output: Magma V2.11-6 Tue Oct 5 2004 17:24:47 on modular [Seed = 4175079675] ------------------------------------- -0.279415498198925872811555446611894759622 Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:30:12 2004 Input: a=Z^n Output: Magma V2.11-6 Tue Oct 5 2004 17:30:12 on modular [Seed = 3939023250] ------------------------------------- >> a=Z^n; ^ User error: Identifier 'Z' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:31:37 2004 Input: A:=FreeAbelianGroup(3); Output: Magma V2.11-6 Tue Oct 5 2004 17:31:37 on modular [Seed = 524111033] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Tue Oct 5 17:31:56 2004 Input: A:=FreeAbelianGroup(3); Output: Magma V2.11-6 Tue Oct 5 2004 17:31:56 on modular [Seed = 423316170] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '80.201.' ************** MAGMA ***************** Host 80.201.155.32 (80.201.155.32) Time: Tue Oct 5 17:42:22 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Tue Oct 5 2004 17:42:22 on modular [Seed = 136993833] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '80.201.' ************** MAGMA ***************** Host 80.201.155.32 (80.201.155.32) Time: Tue Oct 5 17:43:25 2004 Input: (1+7*p)^45 Output: Magma V2.11-6 Tue Oct 5 2004 17:43:24 on modular [Seed = 958098778] ------------------------------------- >> (1+7*p)^45; ^ User error: Identifier 'p' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '143.239' ************** MAGMA ***************** Host 143.239.211.125 (143.239.211.125) Time: Wed Oct 6 07:21:15 2004 Input: SetOutputFile("hamming": Overwrite := true); print "Hamming Scriptnn"; print "C, the third-order Hamming code over a finite field with two elements:"; C := HammingCode(GF(2), 3); C; print "nL, The set of coset leaders of C (also f, this matrix as a function):"; L, f := CosetLeaders(C); L; print "nI, the Information space of C:"; I := InformationSpace(C); I; print "ni, an information vector in I:"; i := I ! [1,0,1,1]; i; print "nw, an encoded vector (i * the generator matrix of C):"; w := i * GeneratorMatrix(C); w; print "nr, w with an error introduced in the 7th bit:"; r := w; r[7] := 1; r; print "ns, the syndrome of r with respect to C:"; s := Syndrome(r, C); s; print "nl, f(S) (or the coset leader):"; l := f(s); l; print "nv, r-l:"; v := r - l; v; print "nres, the original message decoded:"; res := I ! Coordinates(C, v); res; quit; UnsetOutputFile(); Output: WARNING: MAGMA command contains unsafe command 'file', so it will not be executed. '143.239' ************** MAGMA ***************** Host 143.239.211.125 (143.239.211.125) Time: Wed Oct 6 07:22:13 2004 Input: print "Hamming Scriptnn"; print "C, the third-order Hamming code over a finite field with two elements:"; C := HammingCode(GF(2), 3); C; print "nL, The set of coset leaders of C (also f, this matrix as a function):"; L, f := CosetLeaders(C); L; print "nI, the Information space of C:"; I := InformationSpace(C); I; print "ni, an information vector in I:"; i := I ! [1,0,1,1]; i; print "nw, an encoded vector (i * the generator matrix of C):"; w := i * GeneratorMatrix(C); w; print "nr, w with an error introduced in the 7th bit:"; r := w; r[7] := 1; r; print "ns, the syndrome of r with respect to C:"; s := Syndrome(r, C); s; print "nl, f(S) (or the coset leader):"; l := f(s); l; print "nv, r-l:"; v := r - l; v; print "nres, the original message decoded:"; res := I ! Coordinates(C, v); res; quit; Output: Magma V2.11-6 Wed Oct 6 2004 07:22:13 on modular [Seed = 4225331131] ------------------------------------- Hamming Scriptnn C, the third-order Hamming code over a finite field with two elements: [7, 4, 3] "Hamming code (r = 3)" Linear Code over GF(2) Generator matrix: [1 0 0 0 1 1 0] [0 1 0 0 0 1 1] [0 0 1 0 1 1 1] [0 0 0 1 1 0 1] nL, The set of coset leaders of C (also f, this matrix as a function): {@ (0 0 0 0 0 0 0), (1 0 0 0 0 0 0), (0 1 0 0 0 0 0), (0 0 0 1 0 0 0), (0 0 1 0 0 0 0), (0 0 0 0 0 0 1), (0 0 0 0 1 0 0), (0 0 0 0 0 1 0) @} nI, the Information space of C: Full Vector space of degree 4 over GF(2) ni, an information vector in I: (1 0 1 1) nw, an encoded vector (i * the generator matrix of C): (1 0 1 1 1 0 0) nr, w with an error introduced in the 7th bit: (1 0 1 1 1 0 1) ns, the syndrome of r with respect to C: (1 0 1) nl, f(S) (or the coset leader): (0 0 0 0 0 0 1) nv, r-l: (1 0 1 1 1 0 0) nres, the original message decoded: (1 0 1 1) Total time: 0.200 seconds, Total memory usage: 3.50MB '24.201.' ************** MAGMA ***************** Host 24.201.42.177 (24.201.42.177) Time: Wed Oct 6 08:42:51 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Oct 6 2004 08:42:50 on modular [Seed = 2086589714] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '217.250' ************** MAGMA ***************** Host 217.250.182.78 (217.250.182.78) Time: Wed Oct 6 09:37:30 2004 Input: LatticeDatabase(); E:=Lattice("E",8); ShortVectors(E,2,2); Output: Magma V2.11-6 Wed Oct 6 2004 09:37:26 on modular [Seed = 1568663919] ------------------------------------- Database of "interesting" lattices [ <( 1/2 -1/2 -1/2 -1/2 -1/2 -1/2 -1/2 1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 -1/2 -1/2 1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 -1/2 1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 -1/2 1/2 1/2 1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 1/2 -1/2 1/2 1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 1/2 1/2 -1/2 1/2), 2>, <( 1/2 -1/2 -1/2 -1/2 1/2 1/2 1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 1/2 -1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 1/2 -1/2 -1/2 1/2 1/2), 2>, <( 1/2 -1/2 -1/2 1/2 -1/2 1/2 -1/2 1/2), 2>, <( 1/2 -1/2 -1/2 1/2 -1/2 1/2 1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 1/2 1/2 -1/2 -1/2 1/2), 2>, <( 1/2 -1/2 -1/2 1/2 1/2 -1/2 1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 1/2 1/2 1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 -1/2 1/2 1/2 1/2 1/2 1/2), 2>, <( 1/2 -1/2 1/2 -1/2 -1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 1/2 -1/2 -1/2 -1/2 1/2 1/2), 2>, <( 1/2 -1/2 1/2 -1/2 -1/2 1/2 -1/2 1/2), 2>, <( 1/2 -1/2 1/2 -1/2 -1/2 1/2 1/2 -1/2), 2>, <( 1/2 -1/2 1/2 -1/2 1/2 -1/2 -1/2 1/2), 2>, <( 1/2 -1/2 1/2 -1/2 1/2 -1/2 1/2 -1/2), 2>, <( 1/2 -1/2 1/2 -1/2 1/2 1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 1/2 -1/2 1/2 1/2 1/2 1/2), 2>, <( 1/2 -1/2 1/2 1/2 -1/2 -1/2 -1/2 1/2), 2>, <( 1/2 -1/2 1/2 1/2 -1/2 -1/2 1/2 -1/2), 2>, <( 1/2 -1/2 1/2 1/2 -1/2 1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 1/2 1/2 -1/2 1/2 1/2 1/2), 2>, <( 1/2 -1/2 1/2 1/2 1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 -1/2 1/2 1/2 1/2 -1/2 1/2 1/2), 2>, <( 1/2 -1/2 1/2 1/2 1/2 1/2 -1/2 1/2), 2>, <( 1/2 -1/2 1/2 1/2 1/2 1/2 1/2 -1/2), 2>, <( 1/2 1/2 -1/2 -1/2 -1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 1/2 -1/2 -1/2 -1/2 -1/2 1/2 1/2), 2>, <( 1/2 1/2 -1/2 -1/2 -1/2 1/2 -1/2 1/2), 2>, <( 1/2 1/2 -1/2 -1/2 -1/2 1/2 1/2 -1/2), 2>, <( 1/2 1/2 -1/2 -1/2 1/2 -1/2 -1/2 1/2), 2>, <( 1/2 1/2 -1/2 -1/2 1/2 -1/2 1/2 -1/2), 2>, <( 1/2 1/2 -1/2 -1/2 1/2 1/2 -1/2 -1/2), 2>, <( 1/2 1/2 -1/2 -1/2 1/2 1/2 1/2 1/2), 2>, <( 1/2 1/2 -1/2 1/2 -1/2 -1/2 -1/2 1/2), 2>, <( 1/2 1/2 -1/2 1/2 -1/2 -1/2 1/2 -1/2), 2>, <( 1/2 1/2 -1/2 1/2 -1/2 1/2 -1/2 -1/2), 2>, <( 1/2 1/2 -1/2 1/2 -1/2 1/2 1/2 1/2), 2>, <( 1/2 1/2 -1/2 1/2 1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 1/2 -1/2 1/2 1/2 -1/2 1/2 1/2), 2>, <( 1/2 1/2 -1/2 1/2 1/2 1/2 -1/2 1/2), 2>, <( 1/2 1/2 -1/2 1/2 1/2 1/2 1/2 -1/2), 2>, <( 1/2 1/2 1/2 -1/2 -1/2 -1/2 -1/2 1/2), 2>, <( 1/2 1/2 1/2 -1/2 -1/2 -1/2 1/2 -1/2), 2>, <( 1/2 1/2 1/2 -1/2 -1/2 1/2 -1/2 -1/2), 2>, <( 1/2 1/2 1/2 -1/2 -1/2 1/2 1/2 1/2), 2>, <( 1/2 1/2 1/2 -1/2 1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 1/2 1/2 -1/2 1/2 -1/2 1/2 1/2), 2>, <( 1/2 1/2 1/2 -1/2 1/2 1/2 -1/2 1/2), 2>, <( 1/2 1/2 1/2 -1/2 1/2 1/2 1/2 -1/2), 2>, <( 1/2 1/2 1/2 1/2 -1/2 -1/2 -1/2 -1/2), 2>, <( 1/2 1/2 1/2 1/2 -1/2 -1/2 1/2 1/2), 2>, <( 1/2 1/2 1/2 1/2 -1/2 1/2 -1/2 1/2), 2>, <( 1/2 1/2 1/2 1/2 -1/2 1/2 1/2 -1/2), 2>, <( 1/2 1/2 1/2 1/2 1/2 -1/2 -1/2 1/2), 2>, <( 1/2 1/2 1/2 1/2 1/2 -1/2 1/2 -1/2), 2>, <( 1/2 1/2 1/2 1/2 1/2 1/2 -1/2 -1/2), 2>, <(1/2 1/2 1/2 1/2 1/2 1/2 1/2 1/2), 2>, <( 1 -1 0 0 0 0 0 0), 2>, <( 1 0 -1 0 0 0 0 0), 2>, <( 1 0 0 -1 0 0 0 0), 2>, <( 1 0 0 0 -1 0 0 0), 2>, <( 1 0 0 0 0 -1 0 0), 2>, <( 1 0 0 0 0 0 -1 0), 2>, <( 1 0 0 0 0 0 0 -1), 2>, <(1 0 0 0 0 0 0 1), 2>, <(1 0 0 0 0 0 1 0), 2>, <(1 0 0 0 0 1 0 0), 2>, <(1 0 0 0 1 0 0 0), 2>, <(1 0 0 1 0 0 0 0), 2>, <(1 0 1 0 0 0 0 0), 2>, <(1 1 0 0 0 0 0 0), 2>, <( 0 1 -1 0 0 0 0 0), 2>, <( 0 1 0 -1 0 0 0 0), 2>, <( 0 1 0 0 -1 0 0 0), 2>, <( 0 1 0 0 0 -1 0 0), 2>, <( 0 1 0 0 0 0 -1 0), 2>, <( 0 1 0 0 0 0 0 -1), 2>, <(0 1 0 0 0 0 0 1), 2>, <(0 1 0 0 0 0 1 0), 2>, <(0 1 0 0 0 1 0 0), 2>, <(0 1 0 0 1 0 0 0), 2>, <(0 1 0 1 0 0 0 0), 2>, <(0 1 1 0 0 0 0 0), 2>, <( 0 0 1 -1 0 0 0 0), 2>, <( 0 0 1 0 -1 0 0 0), 2>, <( 0 0 1 0 0 -1 0 0), 2>, <( 0 0 1 0 0 0 -1 0), 2>, <( 0 0 1 0 0 0 0 -1), 2>, <(0 0 1 0 0 0 0 1), 2>, <(0 0 1 0 0 0 1 0), 2>, <(0 0 1 0 0 1 0 0), 2>, <(0 0 1 0 1 0 0 0), 2>, <(0 0 1 1 0 0 0 0), 2>, <( 0 0 0 1 -1 0 0 0), 2>, <( 0 0 0 1 0 -1 0 0), 2>, <( 0 0 0 1 0 0 -1 0), 2>, <( 0 0 0 1 0 0 0 -1), 2>, <(0 0 0 1 0 0 0 1), 2>, <(0 0 0 1 0 0 1 0), 2>, <(0 0 0 1 0 1 0 0), 2>, <(0 0 0 1 1 0 0 0), 2>, <( 0 0 0 0 1 -1 0 0), 2>, <( 0 0 0 0 1 0 -1 0), 2>, <( 0 0 0 0 1 0 0 -1), 2>, <(0 0 0 0 1 0 0 1), 2>, <(0 0 0 0 1 0 1 0), 2>, <(0 0 0 0 1 1 0 0), 2>, <( 0 0 0 0 0 1 -1 0), 2>, <( 0 0 0 0 0 1 0 -1), 2>, <(0 0 0 0 0 1 0 1), 2>, <(0 0 0 0 0 1 1 0), 2>, <( 0 0 0 0 0 0 1 -1), 2>, <(0 0 0 0 0 0 1 1), 2> ] Total time: 0.200 seconds, Total memory usage: 3.78MB '217.250' ************** MAGMA ***************** Host 217.250.182.78 (217.250.182.78) Time: Wed Oct 6 09:38:03 2004 Input: LatticeDatabase(); E:=Lattice("E",8); #ShortVectors(E,2,2); Output: Magma V2.11-6 Wed Oct 6 2004 09:38:03 on modular [Seed = 2760249531] ------------------------------------- Database of "interesting" lattices 120 Total time: 0.180 seconds, Total memory usage: 3.78MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 10:55:50 2004 Input: A:=FreeAbelianGroup(3); A; Output: Magma V2.11-6 Wed Oct 6 2004 10:55:49 on modular [Seed = 570909808] ------------------------------------- Abelian Group isomorphic to Z + Z + Z Defined on 3 generators (free) Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 10:58:10 2004 Input: A:=FreeAbelian(1); Output: Magma V2.11-6 Wed Oct 6 2004 10:58:09 on modular [Seed = 755524619] ------------------------------------- >> A:=FreeAbelian(1); ^ User error: Identifier 'FreeAbelian' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:04:15 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|f(x)=Id(B)>; Output: Magma V2.11-6 Wed Oct 6 2004 11:04:15 on modular [Seed = 873561212] ------------------------------------- >> f:=homB|f(x)=Id(B)>;; ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:04:25 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x->Id(B)>; Output: Magma V2.11-6 Wed Oct 6 2004 11:04:25 on modular [Seed = 1058699105] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:04:55 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x->Id(B)>; g:=homC| y->w;z->2w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:04:55 on modular [Seed = 975139466] ------------------------------------- >> g:=homC| y->w;z->2w>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:05:02 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x->Id(B)>; g:=homC| y->w,z->2w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:05:02 on modular [Seed = 86003132] ------------------------------------- >> g:=homC| y->w,z->2w>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:05:52 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x->Id(B)>; g:=homC| y->w z->2w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:05:52 on modular [Seed = 254429176] ------------------------------------- >> g:=homC| y->w z->2w>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:07:21 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|[*x->Id(B)*]>; g:=homC| [*y->w, z->2w*]>; Output: Magma V2.11-6 Wed Oct 6 2004 11:07:21 on modular [Seed = 170868996] ------------------------------------- >> f:=homB|[*x->Id(B)*]>; ^ Runtime error in hom< ... >: Not enough images given to constructor >> g:=homC| [*y->w, z->2w*]>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:08:09 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| w, z->2w>>; Output: Magma V2.11-6 Wed Oct 6 2004 11:08:08 on modular [Seed = 322328685] ------------------------------------- >> g:=homC| w, z->2w>>;; ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:08:22 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| w, z:->2w>>; Output: Magma V2.11-6 Wed Oct 6 2004 11:08:22 on modular [Seed = 507204959] ------------------------------------- >> g:=homC| w, z:->2w>>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:09:41 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y:->w, z:->2w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:09:40 on modular [Seed = 423383690] ------------------------------------- >> g:=homC| y:->w, z:->2w>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:09:51 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y,z:->w,2w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:09:51 on modular [Seed = 1681993724] ------------------------------------- >> g:=homC| y,z:->w,2w>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:10:54 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:10:53 on modular [Seed = 1850418612] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:12:12 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:12:11 on modular [Seed = 1766597378] ------------------------------------- Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:13:01 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; f; Output: Magma V2.11-6 Wed Oct 6 2004 11:13:01 on modular [Seed = 1951481390] ------------------------------------- Mapping from: GrpAb: A to GrpAb: B given by a rule [no inverse] Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:13:13 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; f;g; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:13:12 on modular [Seed = 2136618448] ------------------------------------- Mapping from: GrpAb: A to GrpAb: B given by a rule [no inverse] Mapping from: GrpAb: B to GrpAb: C given by a rule Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:14:49 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); e:=homA>; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:14:48 on modular [Seed = 2053058741] ------------------------------------- >> e:=homA>; ^ User error: bad syntax Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:15:16 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); e:=homA|>; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:15:15 on modular [Seed = 1147210080] ------------------------------------- >> e:=homA|>; ^ Runtime error in hom< ... >: Not enough images given to constructor Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:15:32 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:15:32 on modular [Seed = 1332347516] ------------------------------------- Abelian Group of order 1 Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:16:01 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:16:01 on modular [Seed = 1248790364] ------------------------------------- Abelian Group of order 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:16:06 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:16:05 on modular [Seed = 1433409607] ------------------------------------- Abelian Group of order 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:16:40 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; e:=mapB|Id(D):->Id(B)> f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Output: Magma V2.11-6 Wed Oct 6 2004 11:16:39 on modular [Seed = 1349852463] ------------------------------------- Abelian Group of order 1 >> e:=mapB|Id(D):->Id(B)> ^ User error: bad syntax Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 2 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:17:07 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; e:=homB|Id(D):->Id(B)> f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*0,f,g,0*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:17:06 on modular [Seed = 1501303820] ------------------------------------- Abelian Group of order 1 >> e:=homB|Id(D):->Id(B)> ^ User error: bad syntax Complex( L: [* 0, Mapping from: GrpAb: G to GrpAb: H given by a rule [no..., d: 3 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:17:13 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*0,f,g,0*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:17:11 on modular [Seed = 2759977460] ------------------------------------- Abelian Group of order 1 Complex( L: [* 0, Mapping from: GrpAb: G to GrpAb: H given by a rule [no..., d: 3 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.200 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:17:51 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:17:51 on modular [Seed = 2945114647] ------------------------------------- Abelian Group of order 1 Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 3 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:18:10 2004 Input: A:=FreeAbelianGroup(1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:18:09 on modular [Seed = 3029465378] ------------------------------------- Abelian Group of order 1 Complex( L: [* Mapping from: GrpAb: G to GrpAb: H given by a rule [no in..., d: 3 ) MapToMatrix( theta: Mapping from: GrpAb: G to GrpAb: H given by a rule [no inver... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Argument 1 is not finite Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:20:41 2004 Input: A:=RModule(Z,1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:20:41 on modular [Seed = 3197891280] ------------------------------------- >> A:=RModule(Z,1); ^ User error: Identifier 'Z' has not been declared or assigned Abelian Group of order 1 >> f:=homB|x:->Id(B)>; ^ User error: Identifier 'A' has not been declared or assigned >> C:=Complex([*f,g*],3); ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:22:06 2004 Input: A:=RModule(Integers(),1); B:=FreeAbelianGroup(2); C:=FreeAbelianGroup(1); D:=FreeAbelianGroup(0); D; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],3); Output: Magma V2.11-6 Wed Oct 6 2004 11:22:06 on modular [Seed = 3114071296] ------------------------------------- Abelian Group of order 1 Complex( L: [* Mapping from: ModED: vv1 to GrpAb: vv2 given by a rule [n..., d: 3 ) MapToMatrix( theta: Mapping from: ModED: vv1 to GrpAb: vv2 given by a rule [no i... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Bad argument types Argument types given: ModED, GrpAb Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:23:48 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Output: Magma V2.11-6 Wed Oct 6 2004 11:23:47 on modular [Seed = 2192035238] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:23:52 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; f; Output: Magma V2.11-6 Wed Oct 6 2004 11:23:52 on modular [Seed = 2376647330] ------------------------------------- Mapping from: ModED: A to ModED: B given by a rule [no inverse] Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:24:03 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:24:03 on modular [Seed = 2293090236] ------------------------------------- Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:26:41 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Complex(f,d); f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:26:41 on modular [Seed = 2461523204] ------------------------------------- >> Complex(f,d); ^ User error: Identifier 'd' has not been declared or assigned Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:26:49 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Complex(f,1); f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:26:49 on modular [Seed = 2646135299] ------------------------------------- >> Complex(f,1); ^ Runtime error in 'Complex': Bad argument types Argument types given: Map[ModED, ModED], RngIntElt Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:28:53 2004 Input: A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); M:=[1 2]; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Complex(f,1); f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:28:52 on modular [Seed = 2562578059] ------------------------------------- >> M:=[1 2]; ^ User error: bad syntax >> Complex(f,1); ^ Runtime error in 'Complex': Bad argument types Argument types given: Map[ModED, ModED], RngIntElt Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:29:23 2004 Input: Z:=Integers(); A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); M:=[1 2]; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Complex(f,1); f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:29:23 on modular [Seed = 3804736662] ------------------------------------- >> M:=[1 2]; ^ User error: bad syntax >> Complex(f,1); ^ Runtime error in 'Complex': Bad argument types Argument types given: Map[ModED, ModED], RngIntElt Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:29:25 2004 Input: Z:=Integers(); A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); M:=[1 2]; f:=homB|x:->Id(B)>; g:=homC| y:->w,z:->2*w>; Complex(f,1); f;g; Output: Magma V2.11-6 Wed Oct 6 2004 11:29:25 on modular [Seed = 3989349279] ------------------------------------- >> M:=[1 2]; ^ User error: bad syntax >> Complex(f,1); ^ Runtime error in 'Complex': Bad argument types Argument types given: Map[ModED, ModED], RngIntElt Mapping from: ModED: A to ModED: B given by a rule [no inverse] Mapping from: ModED: B to ModED: C given by a rule Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:30:32 2004 Input: Z:=Integers(); A:=RModule(Integers(),1); B:=RModule(Integers(),2); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:30:31 on modular [Seed = 4157782343] ------------------------------------- Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:32:10 2004 Input: Z:=Integers(); A:=RModule(Integers(),1); B:=RModule(Integers(),2); Hom(A,B); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:32:09 on modular [Seed = 4074224684] ------------------------------------- >> Hom(A,B); ^ Runtime error in 'Hom': Bad argument types Argument types given: ModED, ModED Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:32:22 2004 Input: Z:=Integers(); A:=RModule(Integers(),1); B:=RModule(Integers(),2); Hom(A,B,"right"); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:32:22 on modular [Seed = 4258835676] ------------------------------------- >> Hom(A,B,"right"); ^ Runtime error in 'Hom': Bad argument types Argument types given: ModED, ModED, MonStgElt Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:32:35 2004 Input: Z:=Integers(); A:=RModule(Z,1); B:=RModule(Z,2); Hom(A,B,"right"); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:32:35 on modular [Seed = 4175276492] ------------------------------------- >> Hom(A,B,"right"); ^ Runtime error in 'Hom': Bad argument types Argument types given: ModED, ModED, MonStgElt Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:34:22 2004 Input: Z:=Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=MatrixSpace(Z,2,1); M![1 2]; C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:34:21 on modular [Seed = 3286667929] ------------------------------------- >> M:=MatrixSpace(Z,2,1); ^ User error: Identifier 'MatrixSpace' has not been declared or assigned >> M![1 2]; ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:34:46 2004 Input: Z:=Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=RMatrixSpace(Z,2,1); M![1 2]; C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:34:46 on modular [Seed = 3471548287] ------------------------------------- >> M![1 2]; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:35:21 2004 Input: Z:=Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=RMatrixSpace(Z,2,1); M![1,2]; C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:35:21 on modular [Seed = 3371014486] ------------------------------------- [1] [2] Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:36:02 2004 Input: Z:=Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=RMatrixSpace(Z,2,1); f:=M![1,2]; Complex(f,1); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:36:02 on modular [Seed = 3556147734] ------------------------------------- >> Complex(f,1); ^ Runtime error in 'Complex': Coefficient ring of argument 1 is not a field Total time: 0.180 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:52:02 2004 Input: Z:=Rational(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=RMatrixSpace(Z,2,1); f:=M![1,2]; Complex(f,1); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:52:01 on modular [Seed = 823420086] ------------------------------------- >> Z:=Rational(); ^ User error: Identifier 'Rational' has not been declared or assigned Integer Ring >> A:=RModule(Z,1); ^ User error: Identifier 'Z' has not been declared or assigned >> B:=RModule(Z,2); ^ User error: Identifier 'Z' has not been declared or assigned >> M:=RMatrixSpace(Z,2,1); ^ User error: Identifier 'Z' has not been declared or assigned >> f:=M![1,2]; ^ User error: Identifier 'M' has not been declared or assigned >> Complex(f,1); ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:52:26 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); M:=RMatrixSpace(Z,2,1); f:=M![1,2]; Complex(f,1); C:=RModule(Integers(),1); Output: Magma V2.11-6 Wed Oct 6 2004 11:52:26 on modular [Seed = 975138726] ------------------------------------- Integer Ring >> Complex(f,1); ^ Runtime error in 'Complex': Argument 1 is not a hom between R-modules Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:54:31 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Integers(),1); f=homB| x:->0>; g:=homC| y:->w,z:->2*w>; Complex([*f,g*],1); Output: Magma V2.11-6 Wed Oct 6 2004 11:54:30 on modular [Seed = 86003989] ------------------------------------- Integer Ring >> f=homB| x:->0>; ^ User error: Identifier 'f' has not been declared or assigned >> Complex([*f,g*],1); ^ User error: Identifier 'f' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:54:36 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Integers(),1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; Complex([*f,g*],1); Output: Magma V2.11-6 Wed Oct 6 2004 11:54:36 on modular [Seed = 237722132] ------------------------------------- Integer Ring Complex( L: [* [0 0], Mapping from: ModFld: vv1 to ModED: vv2 given by a..., d: 1 ) MapToMatrix( theta: Mapping from: ModFld: vv1 to ModED: vv2 given by a rule ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 21, column 14: >> mat := Hom(vv1,vv2)!0; ^ Runtime error in 'Hom': Bad argument types Argument types given: ModFld, ModED Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:54:55 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; Complex([*f,g*],1); Output: Magma V2.11-6 Wed Oct 6 2004 11:54:54 on modular [Seed = 187588451] ------------------------------------- Integer Ring Basic algebra complex with terms of degree 3 down to 1 Dimensions of terms: 1 2 1 Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:57:13 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],1); HomologyOfChainComplx(C); Output: Magma V2.11-6 Wed Oct 6 2004 11:57:13 on modular [Seed = 355484138] ------------------------------------- Integer Ring >> HomologyOfChainComplx(C); ^ User error: Identifier 'HomologyOfChainComplx' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:57:27 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],1); HomologyOfChainComplex(C); Output: Magma V2.11-6 Wed Oct 6 2004 11:57:27 on modular [Seed = 507202271] ------------------------------------- Integer Ring HomologyOfChainComplex( C: Basic algebra complex with terms of degree 3 down to 1 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 47, column 11: >> Append(~H, ); ^ Runtime error in 'Append': Could not lift element into sequence Total time: 0.180 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:57:40 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],1); Homology(C); Output: Magma V2.11-6 Wed Oct 6 2004 11:57:40 on modular [Seed = 457068489] ------------------------------------- Integer Ring Homology( C: Basic algebra complex with terms of degree 3 down to 1 Dimen... ) HomologyOfChainComplex( C: Basic algebra complex with terms of degree 3 down to 1 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 47, column 11: >> Append(~H, ); ^ Runtime error in 'Append': Could not lift element into sequence Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:58:00 2004 Input: Z:=RationalField(); Integers(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Homology(C); Output: Magma V2.11-6 Wed Oct 6 2004 11:58:00 on modular [Seed = 1665545293] ------------------------------------- Integer Ring Homology( C: Basic algebra complex with terms of degree 4 down to 2 Dimen... ) HomologyOfChainComplex( C: Basic algebra complex with terms of degree 4 down to 2 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 47, column 11: >> Append(~H, ); ^ Runtime error in 'Append': Could not lift element into sequence Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:59:02 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Homology(C,0); Output: Magma V2.11-6 Wed Oct 6 2004 11:59:02 on modular [Seed = 1816738572] ------------------------------------- >> Homology(C,0); ^ Runtime error in 'Homology': Argument 2 (0) should be in the range [3 .. 3] Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:59:11 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 11:59:11 on modular [Seed = 1766604288] ------------------------------------- KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:59:23 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],2); Homology(C,4); Output: Magma V2.11-6 Wed Oct 6 2004 11:59:23 on modular [Seed = 1935025166] ------------------------------------- >> Homology(C,4); ^ Runtime error in 'Homology': Argument 2 (4) should be in the range [3 .. 3] Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 11:59:37 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*0,f,g,0*],2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 11:59:37 on modular [Seed = 2086218547] ------------------------------------- Complex( L: [* 0, [0 0], [1] [1], 0 *], d: 2 ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 15, column 27: >> return InternalComplex(L, d: Check := Check); ^ Runtime error in 'InternalComplex': List element 1 is not a matrix module element >> Homology(C,3); ^ Runtime error in 'Homology': Bad argument types Argument types given: ModFld, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:00:09 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],1); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:00:09 on modular [Seed = 2928408833] ------------------------------------- >> Homology(C,3); ^ Runtime error in 'Homology': Argument 2 (3) should be in the range [2 .. 2] Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:00:15 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; C:=Complex([*f,g*],1); Homology(C,2); Output: Magma V2.11-6 Wed Oct 6 2004 12:00:15 on modular [Seed = 2827878145] ------------------------------------- KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.180 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:00:54 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D=RModule(Z,0); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*f,g*],1); Homology(C,2); Output: Magma V2.11-6 Wed Oct 6 2004 12:00:53 on modular [Seed = 3046171174] ------------------------------------- >> D=RModule(Z,0); ^ User error: Identifier 'D' has not been declared or assigned >> h:=homD| w:->0>; ^ User error: Identifier 'D' has not been declared or assigned KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.200 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:01:03 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*f,g*],1); Homology(C,2); Output: Magma V2.11-6 Wed Oct 6 2004 12:01:02 on modular [Seed = 3197888806] ------------------------------------- KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:01:13 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*f,g*],1); Homology(C; Output: Magma V2.11-6 Wed Oct 6 2004 12:01:12 on modular [Seed = 3147754581] ------------------------------------- >> Homology(C; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:01:19 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*f,g*],1); Homology(C); Output: Magma V2.11-6 Wed Oct 6 2004 12:01:18 on modular [Seed = 2225197932] ------------------------------------- Homology( C: Basic algebra complex with terms of degree 3 down to 1 Dimen... ) HomologyOfChainComplex( C: Basic algebra complex with terms of degree 3 down to 1 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 47, column 11: >> Append(~H, ); ^ Runtime error in 'Append': Could not lift element into sequence Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:01:35 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*f,g,h*],1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:01:35 on modular [Seed = 2175063672] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.200 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:02:11 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| 0:->0>; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:02:10 on modular [Seed = 2326781102] ------------------------------------- >> e:=homA| 0:->0>; ^ User error: bad syntax >> C:=Complex([*e,f,g,h*],1); ^ User error: Identifier 'e' has not been declared or assigned >> Homology(C,2); ^ Runtime error in 'Homology': Bad argument types Argument types given: ModFld, RngIntElt >> Homology(C,3); ^ Runtime error in 'Homology': Bad argument types Argument types given: ModFld, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:02:18 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:02:17 on modular [Seed = 2545074616] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:02:41 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],1); Homology(C,1); Homology(C,2); Homology(C,3); Homology(C,4); Output: Magma V2.11-6 Wed Oct 6 2004 12:02:40 on modular [Seed = 2427831958] ------------------------------------- >> Homology(C,1); ^ Runtime error in 'Homology': Argument 2 (1) should be in the range [2 .. 4] KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field KModule A of dimension 1 over Rational Field Mapping from: ModFld: A to ModFld: A Total time: 0.200 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:02:59 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); Homology(C,1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:02:59 on modular [Seed = 2646133640] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field KModule A of dimension 1 over Rational Field Mapping from: ModFld: A to ModFld: A Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:03:11 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); Homology(C,1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:03:11 on modular [Seed = 3871584511] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field KModule A of dimension 1 over Rational Field Mapping from: ModFld: A to ModFld: A Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:12:03 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); Homology(C,1); Homology(C,2); Homology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:12:03 on modular [Seed = 4023039898] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 0 over Rational Field KModule of dimension 1 over Rational Field Mapping from: KModule of dimension 1 over Rational Field to KModule of dimension 1 over Rational Field KModule A of dimension 1 over Rational Field Mapping from: ModFld: A to ModFld: A Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:13:00 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); DimensionOfHomology(C,1); DimensionOfHomology(C,2); DimensionOfHomology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:13:00 on modular [Seed = 3905794114] ------------------------------------- 0 1 1 Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:14:31 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*h,g,f,e*],0); DimensionOfHomology(C,1); DimensionOfHomology(C,2); DimensionOfHomology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:14:30 on modular [Seed = 4124093749] ------------------------------------- Complex( L: [* Matrix with 1 row and 0 columns, [1] [1], [0 0], Matri..., d: 0 ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 15, column 27: >> return InternalComplex(L, d: Check := Check); ^ Runtime error in 'InternalComplex': Codomain of list element 1 does not equal domain of list element 2 >> DimensionOfHomology(C,1); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(C,2); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(C,3); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:14:45 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); DimensionOfHomology(C,1); DimensionOfHomology(C,2); DimensionOfHomology(C,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:14:45 on modular [Seed = 4275807789] ------------------------------------- 0 1 1 Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:15:10 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; C:=Complex([*e,f,g,h*],0); DimensionOfHomology(C,1); DimensionOfHomology(C,2); DimensionOfHomology(C,3); D:=Dual(C); D; DimensionOfHomology(D,1); DimensionOfHomology(D,2); DimensionOfHomology(D,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:15:09 on modular [Seed = 4225671376] ------------------------------------- 0 1 1 Dual( C: Basic algebra complex with terms of degree 4 down to 0 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 318, column 17: >> mlst := [Dual(Term(C,b+i-1)):i in [1 .. a-b+1]]; ^ Runtime error in 'Dual': Bad argument types Argument types given: ModFld KModule D of dimension 0 over Rational Field >> DimensionOfHomology(D,1); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(D,2); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(D,3); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:16:34 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(C,1); DimensionOfHomology(C,2); DimensionOfHomology(C,3); J:=Dual(H); DimensionOfHomology(J,1); DimensionOfHomology(J,2); DimensionOfHomology(J,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:16:34 on modular [Seed = 3319832193] ------------------------------------- >> DimensionOfHomology(C,1); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(C,2); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt >> DimensionOfHomology(C,3); ^ Runtime error in 'DimensionOfHomology': Bad argument types Argument types given: ModFld, RngIntElt Dual( C: Basic algebra complex with terms of degree 4 down to 0 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 318, column 17: >> mlst := [Dual(Term(C,b+i-1)):i in [1 .. a-b+1]]; ^ Runtime error in 'Dual': Bad argument types Argument types given: ModFld >> DimensionOfHomology(J,1); ^ User error: Identifier 'J' has not been declared or assigned >> DimensionOfHomology(J,2); ^ User error: Identifier 'J' has not been declared or assigned >> DimensionOfHomology(J,3);; ^ User error: Identifier 'J' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:16:49 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); J:=Dual(H); DimensionOfHomology(J,1); DimensionOfHomology(J,2); DimensionOfHomology(J,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:16:48 on modular [Seed = 3471545753] ------------------------------------- 0 1 1 Dual( C: Basic algebra complex with terms of degree 4 down to 0 Dimen... ) In file "/usr/local/magma/package/HomAlg/AlgBas/complex.m", line 318, column 17: >> mlst := [Dual(Term(C,b+i-1)):i in [1 .. a-b+1]]; ^ Runtime error in 'Dual': Bad argument types Argument types given: ModFld >> DimensionOfHomology(J,1); ^ User error: Identifier 'J' has not been declared or assigned >> DimensionOfHomology(J,2); ^ User error: Identifier 'J' has not been declared or assigned >> DimensionOfHomology(J,3);; ^ User error: Identifier 'J' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:17:50 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Output: Magma V2.11-6 Wed Oct 6 2004 12:17:49 on modular [Seed = 3387724354] ------------------------------------- 0 1 1 KModule C of dimension 1 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:18:07 2004 Input: Z:=RationalField(); A:=RModule(Z,1); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:18:06 on modular [Seed = 3539437898] ------------------------------------- 0 1 1 KModule C of dimension 1 over Rational Field KModule B of dimension 2 over Rational Field KModule A of dimension 1 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:19:31 2004 Input: Z:=RationalField(); A:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:19:31 on modular [Seed = 3757737450] ------------------------------------- >> A:=RModule(Z,21); ^ User error: bad syntax >> e:=homA| >; ^ User error: Identifier 'A' has not been declared or assigned >> f:=homB| x:->0>; ^ User error: Identifier 'A' has not been declared or assigned >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'e' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:21:08 2004 Input: Z:=RationalField(); A:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:21:07 on modular [Seed = 722366833] ------------------------------------- >> A:=RModule(Z,21); ^ User error: bad syntax >> e:=homA| >; ^ User error: Identifier 'A' has not been declared or assigned >> f:=homB| x:->0>; ^ User error: Identifier 'A' has not been declared or assigned >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'e' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:21:37 2004 Input: Z:=RationalField(); A:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:21:37 on modular [Seed = 772502678] ------------------------------------- 0 1 21 KModule C of dimension 1 over Rational Field KModule B of dimension 2 over Rational Field KModule A of dimension 21 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:22:16 2004 Input: Z:=RationalField(); A<[xi : i in [1..21]>:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:22:16 on modular [Seed = 620789684] ------------------------------------- >> A<[xi : i in [1..21]>:=RModule(Z,21); ^ User error: bad syntax >> e:=homA| >; ^ User error: Identifier 'A' has not been declared or assigned >> f:=homB| x:->0>; ^ User error: Identifier 'A' has not been declared or assigned >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'e' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:22:30 2004 Input: Z:=RationalField(); A<[x : i in [1..21]>:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:22:29 on modular [Seed = 941449940] ------------------------------------- >> A<[x : i in [1..21]>:=RModule(Z,21); ^ User error: bad syntax >> e:=homA| >; ^ User error: Identifier 'A' has not been declared or assigned >> f:=homB| x:->0>; ^ User error: Identifier 'A' has not been declared or assigned >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'e' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 12:23:03 2004 Input: Z:=RationalField(); A:=RModule(Z,21); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 12:23:03 on modular [Seed = 823421951] ------------------------------------- 0 1 21 KModule C of dimension 1 over Rational Field KModule B of dimension 2 over Rational Field KModule A of dimension 21 over Rational Field Total time: 0.190 seconds, Total memory usage: 3.56MB '157.252' ************** MAGMA ***************** Host 157.252.169.17 (157.252.169.17) Time: Wed Oct 6 12:43:33 2004 Input: 0 = 3^x-5 Output: Magma V2.11-6 Wed Oct 6 2004 12:43:33 on modular [Seed = 440368006] ------------------------------------- >> 0 = 3^x-5; ^ User error: Identifier 'x' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:49:27 2004 Input: A := Matrix(2,2,[1,2,3,4]); A Output: Magma V2.11-6 Wed Oct 6 2004 13:49:27 on modular [Seed = 2001864313] ------------------------------------- [1 2] [3 4] Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:49:50 2004 Input: A := Matrix(2,2,[1,2,3,4]); A B := SmithForm(a) B Output: Magma V2.11-6 Wed Oct 6 2004 13:49:50 on modular [Seed = 1248803677] ------------------------------------- >> B := SmithForm(a) ^ User error: bad syntax >> B; ^ User error: Identifier 'B' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:50:01 2004 Input: A := Matrix(2,2,[1,2,3,4]); A B := SmithForm(a); B Output: Magma V2.11-6 Wed Oct 6 2004 13:50:00 on modular [Seed = 1097084960] ------------------------------------- >> B := SmithForm(a); ^ User error: bad syntax >> B; ^ User error: Identifier 'B' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:50:07 2004 Input: A := Matrix(2,2,[1,2,3,4]); A; B := SmithForm(a); B; Output: Magma V2.11-6 Wed Oct 6 2004 13:50:07 on modular [Seed = 1147221282] ------------------------------------- [1 2] [3 4] >> B := SmithForm(a); ^ User error: Identifier 'a' has not been declared or assigned >> B;; ^ User error: Identifier 'B' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:50:18 2004 Input: A := Matrix(2,2,[1,2,3,4]); A; B := SmithForm(A); B; Output: Magma V2.11-6 Wed Oct 6 2004 13:50:18 on modular [Seed = 1518283561] ------------------------------------- [1 2] [3 4] [1 0] [0 2] Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:51:04 2004 Input: A := Matrix(2,2,[1,2,3,4]); A; S,X,Y := SmithForm(A); X*A*Y; Output: Magma V2.11-6 Wed Oct 6 2004 13:51:03 on modular [Seed = 1366565119] ------------------------------------- [1 2] [3 4] [1 0] [0 2] Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Wed Oct 6 13:51:28 2004 Input: G := AbelianGroup([3,5,18]); G; Output: Magma V2.11-6 Wed Oct 6 2004 13:51:28 on modular [Seed = 1416701405] ------------------------------------- Abelian Group isomorphic to Z/3 + Z/90 Defined on 3 generators Relations: 3*G.1 = 0 5*G.2 = 0 18*G.3 = 0 Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 14:38:59 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); B:=RModule(Z,2); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 14:38:59 on modular [Seed = 570906825] ------------------------------------- 0 1 21 KModule C of dimension 1 over Rational Field KModule B of dimension 2 over Rational Field KModule A of dimension 21 over Rational Field Total time: 0.220 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 14:39:14 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB| x:->0>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 14:39:14 on modular [Seed = 654466525] ------------------------------------- 0 188 21 KModule C of dimension 1 over Rational Field KModule B of dimension 189 over Rational Field KModule A of dimension 21 over Rational Field Total time: 0.250 seconds, Total memory usage: 5.54MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:00:58 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d1x1),d1x2->-1*(d1x1),d1x3->-1*(d1x1),d1x4->-2*(d1x1),d1x5->-1*(d1x1)+-2*(d1x2),d1x6->-1*(d1x1)+-1*(d1x3),d1x7->-1*(d1x1)+1*(d1x2)+-1*(d1x4),d1x8->-1*(d1x1)+-1*(d1x5),d1x9->-1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x10->-1*(d1x2)-1*(d1x7),d1x11->-1*(d1x3),d1x12->-1*(d1x2)+1*(d1x3)-1*(d1x8),d1x13->-1*(d1x2)-1*(d1x9),d1x14->-1*(d1x2)+-1*(d1x4),d1x15->-1*(d1x5)+-1*(d1x10),d1x16->-1*(d1x3)-1*(d1x4)-1*(d1x11),d1x17->-1*(d1x4)-1*(d1x12),d1x18->-1*(d1x4)-1*(d1x5)+-1*(d1x13),d1x19->-2*(d1x5),d1x20->-1*(d1x3)-1*(d1x14),d1x21->-1*(d1x3)-1*(d1x15),d1x22->-1*(d1x3)-1*(d1x16),d1x23->-1*(d1x3),d1x24->-1*(d1x5)+-1*(d1x17),d1x25->-1*(d1x5),d1x26->1*(d1x4)-1*(d1x5)+-1*(d1x18),d1x27->1*(d1x3)-1*(d1x4)-1*(d1x19),d1x28->-1*(d1x4)-1*(d1x20),d1x29->-1*(d1x5)+-1*(d1x21),d1x30->-1*(d1x5),d1x31->-1*(d1x1),d1x32->-1*(d1x1)+-1*(d1x6),d1x33->-1*(d1x1),d1x34->-1*(d1x1)+1*(d1x6),d1x35->-1*(d1x1),d1x36->-1*(d1x1)+1*(d1x2)+-1*(d1x7),d1x37->-1*(d1x1)+1*(d1x3),d1x38->-1*(d1x1)+1*(d1x4)+1*(d1x7),d1x39->-1*(d1x1)+1*(d1x5),d1x40->-1*(d1x6),d1x41->-1*(d1x6)-1*(d1x7)+-1*(d1x8),d1x42->1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x43->-1*(d1x6)-1*(d1x8),d1x44->1*(d1x2)+-1*(d1x4)-1*(d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7)-1*(d1x9)-1*(d1x10),d1x47->1*(d1x2)+-1*(d1x3)-1*(d1x7)-1*(d1x11),d1x48->-1*(d1x7)-1*(d1x12),d1x49->1*(d1x2)+-1*(d1x4)-1*(d1x7)-1*(d1x9)-1*(d1x13),d1x50->-1*(d1x2)1*(d1x5)+1*(d1x9),d1x51->-1*(d1x14),d1x52->1*(d1x3)-1*(d1x4)-1*(d1x8),d1x53->-1*(d1x3)1*(d1x5)+-1*(d1x15),d1x54->-1*(d1x8)-1*(d1x16),d1x55->1*(d1x3)-1*(d1x4)-1*(d1x9)-1*(d1x17),d1x56->-1*(d1x3)1*(d1x5),d1x57->-1*(d1x9)-1*(d1x18),d1x58->-1*(d1x19),d1x59->-1*(d1x4)1*(d1x5)+-1*(d1x8)+-1*(d1x20),d1x60->-1*(d1x4)1*(d1x5)+-1*(d1x9),d1x61->-1*(d1x21),d1x62->-1*(d1x1),d1x63->-1*(d1x1)+-1*(d1x10),d1x64->-1*(d1x1),d1x65->-1*(d1x1)+1*(d1x10),d1x66->-1*(d1x2)1*(d1x6)-1*(d1x11),d1x67->-1*(d1x7)-1*(d1x12),d1x68->-1*(d1x3)-1*(d1x11),d1x69->-1*(d1x8)-1*(d1x11),d1x70->-1*(d1x4)-1*(d1x12),d1x71->-1*(d1x5)+1*(d1x9)+-1*(d1x12),d1x72->-1*(d1x2)-1*(d1x13),d1x73->-2*(d1x10),d1x74->-1*(d1x2)1*(d1x10)+1*(d1x11)+-1*(d1x13),d1x75->-1*(d1x10)+-1*(d1x12)+1*(d1x13),d1x76->-1*(d1x2)1*(d1x10)+1*(d1x13),d1x77->-1*(d1x3)1*(d1x14),d1x78->-1*(d1x4)1*(d1x11)-1*(d1x12),d1x79->-1*(d1x5)+1*(d1x15),d1x80->1*(d1x11)-1*(d1x12)+-1*(d1x16),d1x81->-1*(d1x3),d1x82->-1*(d1x3)1*(d1x13)1*(d1x17),d1x83->-1*(d1x13)-1*(d1x18),d1x84->-1*(d1x4)1*(d1x11)1*(d1x19),d1x85->-1*(d1x5)+1*(d1x12)+1*(d1x20),d1x86->-1*(d1x4)1*(d1x13),d1x87->-1*(d1x5)+1*(d1x21),d1x88->-1*(d1x6)-1*(d1x14),d1x89->-1*(d1x6),d1x90->-1*(d1x14),d1x91->-1*(d1x6)1*(d1x14),d1x92->-1*(d1x6),d1x93->-1*(d1x10)+-1*(d1x15),d1x94->1*(d1x6)-1*(d1x7)-1*(d1x11),d1x95->-1*(d1x7)+1*(d1x8)-1*(d1x12),d1x96->1*(d1x6)-1*(d1x7)-1*(d1x13)-1*(d1x15),d1x97->-1*(d1x6)1*(d1x9)1*(d1x15),d1x98->1*(d1x6)-1*(d1x7)-1*(d1x16),d1x99->-1*(d1x16),d1x100->-1*(d1x7)+1*(d1x8)1*(d1x16),d1x101->-1*(d1x7)1*(d1x9),d1x102->-2*(d1x14),d1x103->-1*(d1x14),d1x104->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x105->-1*(d1x14)-1*(d1x16),d1x106->-1*(d1x15)+-1*(d1x17),d1x107->-1*(d1x15),d1x108->1*(d1x8)-1*(d1x9)-1*(d1x18),d1x109->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x110->-1*(d1x16)-1*(d1x19),d1x111->-1*(d1x8)1*(d1x9)-1*(d1x16)-1*(d1x20),d1x112->-1*(d1x16)-1*(d1x21),d1x113->-1*(d1x6)-1*(d1x17),d1x114->-1*(d1x10),d1x115->-1*(d1x6)1*(d1x10)+-1*(d1x17),d1x116->-1*(d1x10)+1*(d1x17),d1x117->-1*(d1x6)1*(d1x10),d1x118->-1*(d1x7)-1*(d1x18),d1x119->-1*(d1x7)1*(d1x10)+-1*(d1x11)+-1*(d1x18),d1x120->-1*(d1x10)+1*(d1x12)+1*(d1x18),d1x121->-1*(d1x7)1*(d1x10)+-1*(d1x13),d1x122->-1*(d1x14),d1x123->-1*(d1x8)-1*(d1x11)1*(d1x12),d1x124->-1*(d1x9)-1*(d1x11)1*(d1x12)+1*(d1x15),d1x125->-1*(d1x16),d1x126->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x127->-1*(d1x8)1*(d1x12)+-1*(d1x13)+1*(d1x17),d1x128->-1*(d1x17),d1x129->-1*(d1x8)1*(d1x17)1*(d1x18),d1x130->-1*(d1x11)1*(d1x13)-1*(d1x18)+-1*(d1x19),d1x131->-1*(d1x9)1*(d1x12)+-1*(d1x13)1*(d1x18)+1*(d1x20),d1x132->-1*(d1x9)1*(d1x18)1*(d1x21),d1x133->-1*(d1x6)-1*(d1x19),d1x134->1*(d1x7)-1*(d1x10)+-1*(d1x20),d1x135->-1*(d1x11)-1*(d1x19),d1x136->1*(d1x8)-1*(d1x12)-1*(d1x19),d1x137->-1*(d1x13)-1*(d1x20),d1x138->-1*(d1x9)-1*(d1x20),d1x139->-1*(d1x10)-1*(d1x21),d1x140->-1*(d1x10),d1x141->-1*(d1x21),d1x142->-1*(d1x10)1*(d1x21),d1x143->-1*(d1x14)-1*(d1x19),d1x144->-1*(d1x19),d1x145->1*(d1x11)-1*(d1x13)-1*(d1x20),d1x146->-1*(d1x11)1*(d1x15)1*(d1x20),d1x147->-1*(d1x12)+1*(d1x16)1*(d1x19),d1x148->-1*(d1x12)1*(d1x20),d1x149->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x150->-1*(d1x12)1*(d1x18),d1x151->-1*(d1x19)-1*(d1x21),d1x152->-1*(d1x13)1*(d1x20)1*(d1x21),d1x153->-2*(d1x21),d1x154->-1*(d1x14),d1x155->-1*(d1x14),d1x156->-1*(d1x14),d1x157->1*(d1x14)-1*(d1x15)+-1*(d1x17),d1x158->-1*(d1x14)1*(d1x15),d1x159->-1*(d1x15)+1*(d1x16)-1*(d1x18),d1x160->1*(d1x14)-1*(d1x16)-1*(d1x19),d1x161->1*(d1x15)+-1*(d1x16)-1*(d1x20),d1x162->-1*(d1x21),d1x163->1*(d1x14)-1*(d1x16),d1x164->1*(d1x15)+-1*(d1x16),d1x165->-1*(d1x14),d1x166->-1*(d1x14)1*(d1x17),d1x167->-1*(d1x17),d1x168->1*(d1x17)-1*(d1x18)+-1*(d1x19),d1x169->-1*(d1x15)+-1*(d1x17)1*(d1x18)+1*(d1x20),d1x170->-1*(d1x15)1*(d1x21),d1x171->-1*(d1x16),d1x172->-1*(d1x16)-1*(d1x17)1*(d1x18),d1x173->-1*(d1x14),d1x174->-1*(d1x17)1*(d1x19)-1*(d1x20),d1x175->-1*(d1x15),d1x176->1*(d1x16)-1*(d1x18)+1*(d1x19)+-1*(d1x20),d1x177->-1*(d1x21),d1x178->-1*(d1x17)1*(d1x21),d1x179->-1*(d1x21),d1x180->1*(d1x19)-1*(d1x21),d1x181->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x182->1*(d1x14)-1*(d1x19),d1x183->-1*(d1x19),d1x184->-1*(d1x15)-1*(d1x19)1*(d1x20),d1x185->1*(d1x16)-1*(d1x21),d1x186->1*(d1x17)-1*(d1x19),d1x187->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x188->-1*(d1x21),d1x189->-1*(d1x21), >; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:00:58 on modular [Seed = 1749903786] ------------------------------------- >> (d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:03:22 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d1x1),d1x2->-1*(d1x1),d1x3->-1*(d1x1),d1x4->-2*(d1x1),d1x5->-1*(d1x1)+-2*(d1x2),d1x6->-1*(d1x1)+-1*(d1x3),d1x7->-1*(d1x1)+1*(d1x2)+-1*(d1x4),d1x8->-1*(d1x1)+-1*(d1x5),d1x9->-1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x10->-1*(d1x2)-1*(d1x7),d1x11->-1*(d1x3),d1x12->-1*(d1x2)+1*(d1x3)-1*(d1x8),d1x13->-1*(d1x2)-1*(d1x9),d1x14->-1*(d1x2)+-1*(d1x4),d1x15->-1*(d1x5)+-1*(d1x10),d1x16->-1*(d1x3)-1*(d1x4)-1*(d1x11),d1x17->-1*(d1x4)-1*(d1x12),d1x18->-1*(d1x4)-1*(d1x5)+-1*(d1x13),d1x19->-2*(d1x5),d1x20->-1*(d1x3)-1*(d1x14),d1x21->-1*(d1x3)-1*(d1x15),d1x22->-1*(d1x3)-1*(d1x16),d1x23->-1*(d1x3),d1x24->-1*(d1x5)+-1*(d1x17),d1x25->-1*(d1x5),d1x26->1*(d1x4)-1*(d1x5)+-1*(d1x18),d1x27->1*(d1x3)-1*(d1x4)-1*(d1x19),d1x28->-1*(d1x4)-1*(d1x20),d1x29->-1*(d1x5)+-1*(d1x21),d1x30->-1*(d1x5),d1x31->-1*(d1x1),d1x32->-1*(d1x1)+-1*(d1x6),d1x33->-1*(d1x1),d1x34->-1*(d1x1)+1*(d1x6),d1x35->-1*(d1x1),d1x36->-1*(d1x1)+1*(d1x2)+-1*(d1x7),d1x37->-1*(d1x1)+1*(d1x3),d1x38->-1*(d1x1)+1*(d1x4)+1*(d1x7),d1x39->-1*(d1x1)+1*(d1x5),d1x40->-1*(d1x6),d1x41->-1*(d1x6)-1*(d1x7)+-1*(d1x8),d1x42->1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x43->-1*(d1x6)-1*(d1x8),d1x44->1*(d1x2)+-1*(d1x4)-1*(d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7)-1*(d1x9)-1*(d1x10),d1x47->1*(d1x2)+-1*(d1x3)-1*(d1x7)-1*(d1x11),d1x48->-1*(d1x7)-1*(d1x12),d1x49->1*(d1x2)+-1*(d1x4)-1*(d1x7)-1*(d1x9)-1*(d1x13),d1x50->-1*(d1x2)1*(d1x5)+1*(d1x9),d1x51->-1*(d1x14),d1x52->1*(d1x3)-1*(d1x4)-1*(d1x8),d1x53->-1*(d1x3)1*(d1x5)+-1*(d1x15),d1x54->-1*(d1x8)-1*(d1x16),d1x55->1*(d1x3)-1*(d1x4)-1*(d1x9)-1*(d1x17),d1x56->-1*(d1x3)1*(d1x5),d1x57->-1*(d1x9)-1*(d1x18),d1x58->-1*(d1x19),d1x59->-1*(d1x4)1*(d1x5)+-1*(d1x8)+-1*(d1x20),d1x60->-1*(d1x4)1*(d1x5)+-1*(d1x9),d1x61->-1*(d1x21),d1x62->-1*(d1x1),d1x63->-1*(d1x1)+-1*(d1x10),d1x64->-1*(d1x1),d1x65->-1*(d1x1)+1*(d1x10),d1x66->-1*(d1x2)1*(d1x6)-1*(d1x11),d1x67->-1*(d1x7)-1*(d1x12),d1x68->-1*(d1x3)-1*(d1x11),d1x69->-1*(d1x8)-1*(d1x11),d1x70->-1*(d1x4)-1*(d1x12),d1x71->-1*(d1x5)+1*(d1x9)+-1*(d1x12),d1x72->-1*(d1x2)-1*(d1x13),d1x73->-2*(d1x10),d1x74->-1*(d1x2)1*(d1x10)+1*(d1x11)+-1*(d1x13),d1x75->-1*(d1x10)+-1*(d1x12)+1*(d1x13),d1x76->-1*(d1x2)1*(d1x10)+1*(d1x13),d1x77->-1*(d1x3)1*(d1x14),d1x78->-1*(d1x4)1*(d1x11)-1*(d1x12),d1x79->-1*(d1x5)+1*(d1x15),d1x80->1*(d1x11)-1*(d1x12)+-1*(d1x16),d1x81->-1*(d1x3),d1x82->-1*(d1x3)1*(d1x13)1*(d1x17),d1x83->-1*(d1x13)-1*(d1x18),d1x84->-1*(d1x4)1*(d1x11)1*(d1x19),d1x85->-1*(d1x5)+1*(d1x12)+1*(d1x20),d1x86->-1*(d1x4)1*(d1x13),d1x87->-1*(d1x5)+1*(d1x21),d1x88->-1*(d1x6)-1*(d1x14),d1x89->-1*(d1x6),d1x90->-1*(d1x14),d1x91->-1*(d1x6)1*(d1x14),d1x92->-1*(d1x6),d1x93->-1*(d1x10)+-1*(d1x15),d1x94->1*(d1x6)-1*(d1x7)-1*(d1x11),d1x95->-1*(d1x7)+1*(d1x8)-1*(d1x12),d1x96->1*(d1x6)-1*(d1x7)-1*(d1x13)-1*(d1x15),d1x97->-1*(d1x6)1*(d1x9)1*(d1x15),d1x98->1*(d1x6)-1*(d1x7)-1*(d1x16),d1x99->-1*(d1x16),d1x100->-1*(d1x7)+1*(d1x8)1*(d1x16),d1x101->-1*(d1x7)1*(d1x9),d1x102->-2*(d1x14),d1x103->-1*(d1x14),d1x104->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x105->-1*(d1x14)-1*(d1x16),d1x106->-1*(d1x15)+-1*(d1x17),d1x107->-1*(d1x15),d1x108->1*(d1x8)-1*(d1x9)-1*(d1x18),d1x109->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x110->-1*(d1x16)-1*(d1x19),d1x111->-1*(d1x8)1*(d1x9)-1*(d1x16)-1*(d1x20),d1x112->-1*(d1x16)-1*(d1x21),d1x113->-1*(d1x6)-1*(d1x17),d1x114->-1*(d1x10),d1x115->-1*(d1x6)1*(d1x10)+-1*(d1x17),d1x116->-1*(d1x10)+1*(d1x17),d1x117->-1*(d1x6)1*(d1x10),d1x118->-1*(d1x7)-1*(d1x18),d1x119->-1*(d1x7)1*(d1x10)+-1*(d1x11)+-1*(d1x18),d1x120->-1*(d1x10)+1*(d1x12)+1*(d1x18),d1x121->-1*(d1x7)1*(d1x10)+-1*(d1x13),d1x122->-1*(d1x14),d1x123->-1*(d1x8)-1*(d1x11)1*(d1x12),d1x124->-1*(d1x9)-1*(d1x11)1*(d1x12)+1*(d1x15),d1x125->-1*(d1x16),d1x126->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x127->-1*(d1x8)1*(d1x12)+-1*(d1x13)+1*(d1x17),d1x128->-1*(d1x17),d1x129->-1*(d1x8)1*(d1x17)1*(d1x18),d1x130->-1*(d1x11)1*(d1x13)-1*(d1x18)+-1*(d1x19),d1x131->-1*(d1x9)1*(d1x12)+-1*(d1x13)1*(d1x18)+1*(d1x20),d1x132->-1*(d1x9)1*(d1x18)1*(d1x21),d1x133->-1*(d1x6)-1*(d1x19),d1x134->1*(d1x7)-1*(d1x10)+-1*(d1x20),d1x135->-1*(d1x11)-1*(d1x19),d1x136->1*(d1x8)-1*(d1x12)-1*(d1x19),d1x137->-1*(d1x13)-1*(d1x20),d1x138->-1*(d1x9)-1*(d1x20),d1x139->-1*(d1x10)-1*(d1x21),d1x140->-1*(d1x10),d1x141->-1*(d1x21),d1x142->-1*(d1x10)1*(d1x21),d1x143->-1*(d1x14)-1*(d1x19),d1x144->-1*(d1x19),d1x145->1*(d1x11)-1*(d1x13)-1*(d1x20),d1x146->-1*(d1x11)1*(d1x15)1*(d1x20),d1x147->-1*(d1x12)+1*(d1x16)1*(d1x19),d1x148->-1*(d1x12)1*(d1x20),d1x149->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x150->-1*(d1x12)1*(d1x18),d1x151->-1*(d1x19)-1*(d1x21),d1x152->-1*(d1x13)1*(d1x20)1*(d1x21),d1x153->-2*(d1x21),d1x154->-1*(d1x14),d1x155->-1*(d1x14),d1x156->-1*(d1x14),d1x157->1*(d1x14)-1*(d1x15)+-1*(d1x17),d1x158->-1*(d1x14)1*(d1x15),d1x159->-1*(d1x15)+1*(d1x16)-1*(d1x18),d1x160->1*(d1x14)-1*(d1x16)-1*(d1x19),d1x161->1*(d1x15)+-1*(d1x16)-1*(d1x20),d1x162->-1*(d1x21),d1x163->1*(d1x14)-1*(d1x16),d1x164->1*(d1x15)+-1*(d1x16),d1x165->-1*(d1x14),d1x166->-1*(d1x14)1*(d1x17),d1x167->-1*(d1x17),d1x168->1*(d1x17)-1*(d1x18)+-1*(d1x19),d1x169->-1*(d1x15)+-1*(d1x17)1*(d1x18)+1*(d1x20),d1x170->-1*(d1x15)1*(d1x21),d1x171->-1*(d1x16),d1x172->-1*(d1x16)-1*(d1x17)1*(d1x18),d1x173->-1*(d1x14),d1x174->-1*(d1x17)1*(d1x19)-1*(d1x20),d1x175->-1*(d1x15),d1x176->1*(d1x16)-1*(d1x18)+1*(d1x19)+-1*(d1x20),d1x177->-1*(d1x21),d1x178->-1*(d1x17)1*(d1x21),d1x179->-1*(d1x21),d1x180->1*(d1x19)-1*(d1x21),d1x181->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x182->1*(d1x14)-1*(d1x19),d1x183->-1*(d1x19),d1x184->-1*(d1x15)-1*(d1x19)1*(d1x20),d1x185->1*(d1x16)-1*(d1x21),d1x186->1*(d1x17)-1*(d1x19),d1x187->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x188->-1*(d1x21),d1x189->-1*(d1x21)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:03:22 on modular [Seed = 1631871283] ------------------------------------- >> (d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:03:32 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d1x1),d1x2->-1*(d1x1),d1x3->-1*(d1x1),d1x4->-2*(d1x1),d1x5->-1*(d1x1)+-2*(d1x2),d1x6->-1*(d1x1)+-1*(d1x3),d1x7->-1*(d1x1)+1*(d1x2)+-1*(d1x4),d1x8->-1*(d1x1)+-1*(d1x5),d1x9->-1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x10->-1*(d1x2)-1*(d1x7),d1x11->-1*(d1x3),d1x12->-1*(d1x2)+1*(d1x3)-1*(d1x8),d1x13->-1*(d1x2)-1*(d1x9),d1x14->-1*(d1x2)+-1*(d1x4),d1x15->-1*(d1x5)+-1*(d1x10),d1x16->-1*(d1x3)-1*(d1x4)-1*(d1x11),d1x17->-1*(d1x4)-1*(d1x12),d1x18->-1*(d1x4)-1*(d1x5)+-1*(d1x13),d1x19->-2*(d1x5),d1x20->-1*(d1x3)-1*(d1x14),d1x21->-1*(d1x3)-1*(d1x15),d1x22->-1*(d1x3)-1*(d1x16),d1x23->-1*(d1x3),d1x24->-1*(d1x5)+-1*(d1x17),d1x25->-1*(d1x5),d1x26->1*(d1x4)-1*(d1x5)+-1*(d1x18),d1x27->1*(d1x3)-1*(d1x4)-1*(d1x19),d1x28->-1*(d1x4)-1*(d1x20),d1x29->-1*(d1x5)+-1*(d1x21),d1x30->-1*(d1x5),d1x31->-1*(d1x1),d1x32->-1*(d1x1)+-1*(d1x6),d1x33->-1*(d1x1),d1x34->-1*(d1x1)+1*(d1x6),d1x35->-1*(d1x1),d1x36->-1*(d1x1)+1*(d1x2)+-1*(d1x7),d1x37->-1*(d1x1)+1*(d1x3),d1x38->-1*(d1x1)+1*(d1x4)+1*(d1x7),d1x39->-1*(d1x1)+1*(d1x5),d1x40->-1*(d1x6),d1x41->-1*(d1x6)-1*(d1x7)+-1*(d1x8),d1x42->1*(d1x2)+-1*(d1x3)-1*(d1x6),d1x43->-1*(d1x6)-1*(d1x8),d1x44->1*(d1x2)+-1*(d1x4)-1*(d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7)-1*(d1x9)-1*(d1x10),d1x47->1*(d1x2)+-1*(d1x3)-1*(d1x7)-1*(d1x11),d1x48->-1*(d1x7)-1*(d1x12),d1x49->1*(d1x2)+-1*(d1x4)-1*(d1x7)-1*(d1x9)-1*(d1x13),d1x50->-1*(d1x2)1*(d1x5)+1*(d1x9),d1x51->-1*(d1x14),d1x52->1*(d1x3)-1*(d1x4)-1*(d1x8),d1x53->-1*(d1x3)1*(d1x5)+-1*(d1x15),d1x54->-1*(d1x8)-1*(d1x16),d1x55->1*(d1x3)-1*(d1x4)-1*(d1x9)-1*(d1x17),d1x56->-1*(d1x3)1*(d1x5),d1x57->-1*(d1x9)-1*(d1x18),d1x58->-1*(d1x19),d1x59->-1*(d1x4)1*(d1x5)+-1*(d1x8)+-1*(d1x20),d1x60->-1*(d1x4)1*(d1x5)+-1*(d1x9),d1x61->-1*(d1x21),d1x62->-1*(d1x1),d1x63->-1*(d1x1)+-1*(d1x10),d1x64->-1*(d1x1),d1x65->-1*(d1x1)+1*(d1x10),d1x66->-1*(d1x2)1*(d1x6)-1*(d1x11),d1x67->-1*(d1x7)-1*(d1x12),d1x68->-1*(d1x3)-1*(d1x11),d1x69->-1*(d1x8)-1*(d1x11),d1x70->-1*(d1x4)-1*(d1x12),d1x71->-1*(d1x5)+1*(d1x9)+-1*(d1x12),d1x72->-1*(d1x2)-1*(d1x13),d1x73->-2*(d1x10),d1x74->-1*(d1x2)1*(d1x10)+1*(d1x11)+-1*(d1x13),d1x75->-1*(d1x10)+-1*(d1x12)+1*(d1x13),d1x76->-1*(d1x2)1*(d1x10)+1*(d1x13),d1x77->-1*(d1x3)1*(d1x14),d1x78->-1*(d1x4)1*(d1x11)-1*(d1x12),d1x79->-1*(d1x5)+1*(d1x15),d1x80->1*(d1x11)-1*(d1x12)+-1*(d1x16),d1x81->-1*(d1x3),d1x82->-1*(d1x3)1*(d1x13)1*(d1x17),d1x83->-1*(d1x13)-1*(d1x18),d1x84->-1*(d1x4)1*(d1x11)1*(d1x19),d1x85->-1*(d1x5)+1*(d1x12)+1*(d1x20),d1x86->-1*(d1x4)1*(d1x13),d1x87->-1*(d1x5)+1*(d1x21),d1x88->-1*(d1x6)-1*(d1x14),d1x89->-1*(d1x6),d1x90->-1*(d1x14),d1x91->-1*(d1x6)1*(d1x14),d1x92->-1*(d1x6),d1x93->-1*(d1x10)+-1*(d1x15),d1x94->1*(d1x6)-1*(d1x7)-1*(d1x11),d1x95->-1*(d1x7)+1*(d1x8)-1*(d1x12),d1x96->1*(d1x6)-1*(d1x7)-1*(d1x13)-1*(d1x15),d1x97->-1*(d1x6)1*(d1x9)1*(d1x15),d1x98->1*(d1x6)-1*(d1x7)-1*(d1x16),d1x99->-1*(d1x16),d1x100->-1*(d1x7)+1*(d1x8)1*(d1x16),d1x101->-1*(d1x7)1*(d1x9),d1x102->-2*(d1x14),d1x103->-1*(d1x14),d1x104->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x105->-1*(d1x14)-1*(d1x16),d1x106->-1*(d1x15)+-1*(d1x17),d1x107->-1*(d1x15),d1x108->1*(d1x8)-1*(d1x9)-1*(d1x18),d1x109->-1*(d1x8)1*(d1x9)-1*(d1x15),d1x110->-1*(d1x16)-1*(d1x19),d1x111->-1*(d1x8)1*(d1x9)-1*(d1x16)-1*(d1x20),d1x112->-1*(d1x16)-1*(d1x21),d1x113->-1*(d1x6)-1*(d1x17),d1x114->-1*(d1x10),d1x115->-1*(d1x6)1*(d1x10)+-1*(d1x17),d1x116->-1*(d1x10)+1*(d1x17),d1x117->-1*(d1x6)1*(d1x10),d1x118->-1*(d1x7)-1*(d1x18),d1x119->-1*(d1x7)1*(d1x10)+-1*(d1x11)+-1*(d1x18),d1x120->-1*(d1x10)+1*(d1x12)+1*(d1x18),d1x121->-1*(d1x7)1*(d1x10)+-1*(d1x13),d1x122->-1*(d1x14),d1x123->-1*(d1x8)-1*(d1x11)1*(d1x12),d1x124->-1*(d1x9)-1*(d1x11)1*(d1x12)+1*(d1x15),d1x125->-1*(d1x16),d1x126->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x127->-1*(d1x8)1*(d1x12)+-1*(d1x13)+1*(d1x17),d1x128->-1*(d1x17),d1x129->-1*(d1x8)1*(d1x17)1*(d1x18),d1x130->-1*(d1x11)1*(d1x13)-1*(d1x18)+-1*(d1x19),d1x131->-1*(d1x9)1*(d1x12)+-1*(d1x13)1*(d1x18)+1*(d1x20),d1x132->-1*(d1x9)1*(d1x18)1*(d1x21),d1x133->-1*(d1x6)-1*(d1x19),d1x134->1*(d1x7)-1*(d1x10)+-1*(d1x20),d1x135->-1*(d1x11)-1*(d1x19),d1x136->1*(d1x8)-1*(d1x12)-1*(d1x19),d1x137->-1*(d1x13)-1*(d1x20),d1x138->-1*(d1x9)-1*(d1x20),d1x139->-1*(d1x10)-1*(d1x21),d1x140->-1*(d1x10),d1x141->-1*(d1x21),d1x142->-1*(d1x10)1*(d1x21),d1x143->-1*(d1x14)-1*(d1x19),d1x144->-1*(d1x19),d1x145->1*(d1x11)-1*(d1x13)-1*(d1x20),d1x146->-1*(d1x11)1*(d1x15)1*(d1x20),d1x147->-1*(d1x12)+1*(d1x16)1*(d1x19),d1x148->-1*(d1x12)1*(d1x20),d1x149->-1*(d1x11)1*(d1x13)-1*(d1x17),d1x150->-1*(d1x12)1*(d1x18),d1x151->-1*(d1x19)-1*(d1x21),d1x152->-1*(d1x13)1*(d1x20)1*(d1x21),d1x153->-2*(d1x21),d1x154->-1*(d1x14),d1x155->-1*(d1x14),d1x156->-1*(d1x14),d1x157->1*(d1x14)-1*(d1x15)+-1*(d1x17),d1x158->-1*(d1x14)1*(d1x15),d1x159->-1*(d1x15)+1*(d1x16)-1*(d1x18),d1x160->1*(d1x14)-1*(d1x16)-1*(d1x19),d1x161->1*(d1x15)+-1*(d1x16)-1*(d1x20),d1x162->-1*(d1x21),d1x163->1*(d1x14)-1*(d1x16),d1x164->1*(d1x15)+-1*(d1x16),d1x165->-1*(d1x14),d1x166->-1*(d1x14)1*(d1x17),d1x167->-1*(d1x17),d1x168->1*(d1x17)-1*(d1x18)+-1*(d1x19),d1x169->-1*(d1x15)+-1*(d1x17)1*(d1x18)+1*(d1x20),d1x170->-1*(d1x15)1*(d1x21),d1x171->-1*(d1x16),d1x172->-1*(d1x16)-1*(d1x17)1*(d1x18),d1x173->-1*(d1x14),d1x174->-1*(d1x17)1*(d1x19)-1*(d1x20),d1x175->-1*(d1x15),d1x176->1*(d1x16)-1*(d1x18)+1*(d1x19)+-1*(d1x20),d1x177->-1*(d1x21),d1x178->-1*(d1x17)1*(d1x21),d1x179->-1*(d1x21),d1x180->1*(d1x19)-1*(d1x21),d1x181->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x182->1*(d1x14)-1*(d1x19),d1x183->-1*(d1x19),d1x184->-1*(d1x15)-1*(d1x19)1*(d1x20),d1x185->1*(d1x16)-1*(d1x21),d1x186->1*(d1x17)-1*(d1x19),d1x187->-1*(d1x18)+-1*(d1x20)1*(d1x21),d1x188->-1*(d1x21),d1x189->-1*(d1x21)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:03:32 on modular [Seed = 1715693258] ------------------------------------- >> (d1x6)-1*(d1x8),d1x45->-1*(d1x2)1*(d1x5)+1*(d1x8)+-1*(d1x9),d1x46->-1*(d1x7 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:05:13 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d0x1),d1x2->-1*(d0x1),d1x3->-1*(d0x1),d1x4->-2*(d0x1),d1x5->-1*(d0x1)+-2*(d0x2),d1x6->-1*(d0x1)+-1*(d0x3),d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4),d1x8->-1*(d0x1)+-1*(d0x5),d1x9->-1*(d0x2)+-1*(d0x3)-1*(d0x6),d1x10->-1*(d0x2)-1*(d0x7),d1x11->-1*(d0x3),d1x12->-1*(d0x2)+1*(d0x3)-1*(d0x8),d1x13->-1*(d0x2)-1*(d0x9),d1x14->-1*(d0x2)+-1*(d0x4),d1x15->-1*(d0x5)+-1*(d0x10),d1x16->-1*(d0x3)-1*(d0x4)-1*(d0x11),d1x17->-1*(d0x4)-1*(d0x12),d1x18->-1*(d0x4)-1*(d0x5)+-1*(d0x13),d1x19->-2*(d0x5),d1x20->-1*(d0x3)-1*(d0x14),d1x21->-1*(d0x3)-1*(d0x15),d1x22->-1*(d0x3)-1*(d0x16),d1x23->-1*(d0x3),d1x24->-1*(d0x5)+-1*(d0x17),d1x25->-1*(d0x5),d1x26->1*(d0x4)-1*(d0x5)+-1*(d0x18),d1x27->1*(d0x3)-1*(d0x4)-1*(d0x19),d1x28->-1*(d0x4)-1*(d0x20),d1x29->-1*(d0x5)+-1*(d0x21),d1x30->-1*(d0x5),d1x31->-1*(d0x1),d1x32->-1*(d0x1)+-1*(d0x6),d1x33->-1*(d0x1),d1x34->-1*(d0x1)+1*(d0x6),d1x35->-1*(d0x1),d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7),d1x37->-1*(d0x1)+1*(d0x3),d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7),d1x39->-1*(d0x1)+1*(d0x5),d1x40->-1*(d0x6),d1x41->-1*(d0x6)-1*(d0x7)+-1*(d0x8),d1x42->1*(d0x2)+-1*(d0x3)-1*(d0x6),d1x43->-1*(d0x6)-1*(d0x8),d1x44->1*(d0x2)+-1*(d0x4)-1*(d0x6)-1*(d0x8),d1x45->-1*(d0x2)1*(d0x5)+1*(d0x8)+-1*(d0x9),d1x46->-1*(d0x7)-1*(d0x9)-1*(d0x10),d1x47->1*(d0x2)+-1*(d0x3)-1*(d0x7)-1*(d0x11),d1x48->-1*(d0x7)-1*(d0x12),d1x49->1*(d0x2)+-1*(d0x4)-1*(d0x7)-1*(d0x9)-1*(d0x13),d1x50->-1*(d0x2)1*(d0x5)+1*(d0x9),d1x51->-1*(d0x14),d1x52->1*(d0x3)-1*(d0x4)-1*(d0x8),d1x53->-1*(d0x3)1*(d0x5)+-1*(d0x15),d1x54->-1*(d0x8)-1*(d0x16),d1x55->1*(d0x3)-1*(d0x4)-1*(d0x9)-1*(d0x17),d1x56->-1*(d0x3)1*(d0x5),d1x57->-1*(d0x9)-1*(d0x18),d1x58->-1*(d0x19),d1x59->-1*(d0x4)1*(d0x5)+-1*(d0x8)+-1*(d0x20),d1x60->-1*(d0x4)1*(d0x5)+-1*(d0x9),d1x61->-1*(d0x21),d1x62->-1*(d0x1),d1x63->-1*(d0x1)+-1*(d0x10),d1x64->-1*(d0x1),d1x65->-1*(d0x1)+1*(d0x10),d1x66->-1*(d0x2)1*(d0x6)-1*(d0x11),d1x67->-1*(d0x7)-1*(d0x12),d1x68->-1*(d0x3)-1*(d0x11),d1x69->-1*(d0x8)-1*(d0x11),d1x70->-1*(d0x4)-1*(d0x12),d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12),d1x72->-1*(d0x2)-1*(d0x13),d1x73->-2*(d0x10),d1x74->-1*(d0x2)1*(d0x10)+1*(d0x11)+-1*(d0x13),d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13),d1x76->-1*(d0x2)1*(d0x10)+1*(d0x13),d1x77->-1*(d0x3)1*(d0x14),d1x78->-1*(d0x4)1*(d0x11)-1*(d0x12),d1x79->-1*(d0x5)+1*(d0x15),d1x80->1*(d0x11)-1*(d0x12)+-1*(d0x16),d1x81->-1*(d0x3),d1x82->-1*(d0x3)1*(d0x13)1*(d0x17),d1x83->-1*(d0x13)-1*(d0x18),d1x84->-1*(d0x4)1*(d0x11)1*(d0x19),d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20),d1x86->-1*(d0x4)1*(d0x13),d1x87->-1*(d0x5)+1*(d0x21),d1x88->-1*(d0x6)-1*(d0x14),d1x89->-1*(d0x6),d1x90->-1*(d0x14),d1x91->-1*(d0x6)1*(d0x14),d1x92->-1*(d0x6),d1x93->-1*(d0x10)+-1*(d0x15),d1x94->1*(d0x6)-1*(d0x7)-1*(d0x11),d1x95->-1*(d0x7)+1*(d0x8)-1*(d0x12),d1x96->1*(d0x6)-1*(d0x7)-1*(d0x13)-1*(d0x15),d1x97->-1*(d0x6)1*(d0x9)1*(d0x15),d1x98->1*(d0x6)-1*(d0x7)-1*(d0x16),d1x99->-1*(d0x16),d1x100->-1*(d0x7)+1*(d0x8)1*(d0x16),d1x101->-1*(d0x7)1*(d0x9),d1x102->-2*(d0x14),d1x103->-1*(d0x14),d1x104->-1*(d0x8)1*(d0x9)-1*(d0x15),d1x105->-1*(d0x14)-1*(d0x16),d1x106->-1*(d0x15)+-1*(d0x17),d1x107->-1*(d0x15),d1x108->1*(d0x8)-1*(d0x9)-1*(d0x18),d1x109->-1*(d0x8)1*(d0x9)-1*(d0x15),d1x110->-1*(d0x16)-1*(d0x19),d1x111->-1*(d0x8)1*(d0x9)-1*(d0x16)-1*(d0x20),d1x112->-1*(d0x16)-1*(d0x21),d1x113->-1*(d0x6)-1*(d0x17),d1x114->-1*(d0x10),d1x115->-1*(d0x6)1*(d0x10)+-1*(d0x17),d1x116->-1*(d0x10)+1*(d0x17),d1x117->-1*(d0x6)1*(d0x10),d1x118->-1*(d0x7)-1*(d0x18),d1x119->-1*(d0x7)1*(d0x10)+-1*(d0x11)+-1*(d0x18),d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18),d1x121->-1*(d0x7)1*(d0x10)+-1*(d0x13),d1x122->-1*(d0x14),d1x123->-1*(d0x8)-1*(d0x11)1*(d0x12),d1x124->-1*(d0x9)-1*(d0x11)1*(d0x12)+1*(d0x15),d1x125->-1*(d0x16),d1x126->-1*(d0x11)1*(d0x13)-1*(d0x17),d1x127->-1*(d0x8)1*(d0x12)+-1*(d0x13)+1*(d0x17),d1x128->-1*(d0x17),d1x129->-1*(d0x8)1*(d0x17)1*(d0x18),d1x130->-1*(d0x11)1*(d0x13)-1*(d0x18)+-1*(d0x19),d1x131->-1*(d0x9)1*(d0x12)+-1*(d0x13)1*(d0x18)+1*(d0x20),d1x132->-1*(d0x9)1*(d0x18)1*(d0x21),d1x133->-1*(d0x6)-1*(d0x19),d1x134->1*(d0x7)-1*(d0x10)+-1*(d0x20),d1x135->-1*(d0x11)-1*(d0x19),d1x136->1*(d0x8)-1*(d0x12)-1*(d0x19),d1x137->-1*(d0x13)-1*(d0x20),d1x138->-1*(d0x9)-1*(d0x20),d1x139->-1*(d0x10)-1*(d0x21),d1x140->-1*(d0x10),d1x141->-1*(d0x21),d1x142->-1*(d0x10)1*(d0x21),d1x143->-1*(d0x14)-1*(d0x19),d1x144->-1*(d0x19),d1x145->1*(d0x11)-1*(d0x13)-1*(d0x20),d1x146->-1*(d0x11)1*(d0x15)1*(d0x20),d1x147->-1*(d0x12)+1*(d0x16)1*(d0x19),d1x148->-1*(d0x12)1*(d0x20),d1x149->-1*(d0x11)1*(d0x13)-1*(d0x17),d1x150->-1*(d0x12)1*(d0x18),d1x151->-1*(d0x19)-1*(d0x21),d1x152->-1*(d0x13)1*(d0x20)1*(d0x21),d1x153->-2*(d0x21),d1x154->-1*(d0x14),d1x155->-1*(d0x14),d1x156->-1*(d0x14),d1x157->1*(d0x14)-1*(d0x15)+-1*(d0x17),d1x158->-1*(d0x14)1*(d0x15),d1x159->-1*(d0x15)+1*(d0x16)-1*(d0x18),d1x160->1*(d0x14)-1*(d0x16)-1*(d0x19),d1x161->1*(d0x15)+-1*(d0x16)-1*(d0x20),d1x162->-1*(d0x21),d1x163->1*(d0x14)-1*(d0x16),d1x164->1*(d0x15)+-1*(d0x16),d1x165->-1*(d0x14),d1x166->-1*(d0x14)1*(d0x17),d1x167->-1*(d0x17),d1x168->1*(d0x17)-1*(d0x18)+-1*(d0x19),d1x169->-1*(d0x15)+-1*(d0x17)1*(d0x18)+1*(d0x20),d1x170->-1*(d0x15)1*(d0x21),d1x171->-1*(d0x16),d1x172->-1*(d0x16)-1*(d0x17)1*(d0x18),d1x173->-1*(d0x14),d1x174->-1*(d0x17)1*(d0x19)-1*(d0x20),d1x175->-1*(d0x15),d1x176->1*(d0x16)-1*(d0x18)+1*(d0x19)+-1*(d0x20),d1x177->-1*(d0x21),d1x178->-1*(d0x17)1*(d0x21),d1x179->-1*(d0x21),d1x180->1*(d0x19)-1*(d0x21),d1x181->-1*(d0x18)+-1*(d0x20)1*(d0x21),d1x182->1*(d0x14)-1*(d0x19),d1x183->-1*(d0x19),d1x184->-1*(d0x15)-1*(d0x19)1*(d0x20),d1x185->1*(d0x16)-1*(d0x21),d1x186->1*(d0x17)-1*(d0x19),d1x187->-1*(d0x18)+-1*(d0x20)1*(d0x21),d1x188->-1*(d0x21),d1x189->-1*(d0x21)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:05:12 on modular [Seed = 2069789627] ------------------------------------- >> (d0x6)-1*(d0x8),d1x45->-1*(d0x2)1*(d0x5)+1*(d0x8)+-1*(d0x9),d1x46->-1*(d0x7 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:07:43 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d0x1),d1x2->-1*(d0x1),d1x3->-1*(d0x1),d1x4->-2*(d0x1),d1x5->-1*(d0x1)+-2*(d0x2),d1x6->-1*(d0x1)+-1*(d0x3),d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4),d1x8->-1*(d0x1)+-1*(d0x5),d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6),d1x10->-1*(d0x2)+-1*(d0x7),d1x11->-1*(d0x3),d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8),d1x13->-1*(d0x2)+-1*(d0x9),d1x14->-1*(d0x2)+-1*(d0x4),d1x15->-1*(d0x5)+-1*(d0x10),d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11),d1x17->-1*(d0x4)+-1*(d0x12),d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13),d1x19->-2*(d0x5),d1x20->-1*(d0x3)+-1*(d0x14),d1x21->-1*(d0x3)+-1*(d0x15),d1x22->-1*(d0x3)+-1*(d0x16),d1x23->-1*(d0x3),d1x24->-1*(d0x5)+-1*(d0x17),d1x25->-1*(d0x5),d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18),d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19),d1x28->-1*(d0x4)+-1*(d0x20),d1x29->-1*(d0x5)+-1*(d0x21),d1x30->-1*(d0x5),d1x31->-1*(d0x1),d1x32->-1*(d0x1)+-1*(d0x6),d1x33->-1*(d0x1),d1x34->-1*(d0x1)+1*(d0x6),d1x35->-1*(d0x1),d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7),d1x37->-1*(d0x1)+1*(d0x3),d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7),d1x39->-1*(d0x1)+1*(d0x5),d1x40->-1*(d0x6),d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8),d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6),d1x43->-1*(d0x6)+-1*(d0x8),d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8),d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9),d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10),d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11),d1x48->-1*(d0x7)+-1*(d0x12),d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13),d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9),d1x51->-1*(d0x14),d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8),d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15),d1x54->-1*(d0x8)+-1*(d0x16),d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17),d1x56->-1*(d0x3)+1*(d0x5),d1x57->-1*(d0x9)+-1*(d0x18),d1x58->-1*(d0x19),d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20),d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9),d1x61->-1*(d0x21),d1x62->-1*(d0x1),d1x63->-1*(d0x1)+-1*(d0x10),d1x64->-1*(d0x1),d1x65->-1*(d0x1)+1*(d0x10),d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11),d1x67->-1*(d0x7)+-1*(d0x12),d1x68->-1*(d0x3)+-1*(d0x11),d1x69->-1*(d0x8)+-1*(d0x11),d1x70->-1*(d0x4)+-1*(d0x12),d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12),d1x72->-1*(d0x2)+-1*(d0x13),d1x73->-2*(d0x10),d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13),d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13),d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13),d1x77->-1*(d0x3)+1*(d0x14),d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12),d1x79->-1*(d0x5)+1*(d0x15),d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16),d1x81->-1*(d0x3),d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17),d1x83->-1*(d0x13)+-1*(d0x18),d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19),d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20),d1x86->-1*(d0x4)+1*(d0x13),d1x87->-1*(d0x5)+1*(d0x21),d1x88->-1*(d0x6)+-1*(d0x14),d1x89->-1*(d0x6),d1x90->-1*(d0x14),d1x91->-1*(d0x6)+1*(d0x14),d1x92->-1*(d0x6),d1x93->-1*(d0x10)+-1*(d0x15),d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11),d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12),d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15),d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15),d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16),d1x99->-1*(d0x16),d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16),d1x101->-1*(d0x7)+1*(d0x9),d1x102->-2*(d0x14),d1x103->-1*(d0x14),d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15),d1x105->-1*(d0x14)+-1*(d0x16),d1x106->-1*(d0x15)+-1*(d0x17),d1x107->-1*(d0x15),d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18),d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15),d1x110->-1*(d0x16)+-1*(d0x19),d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20),d1x112->-1*(d0x16)+-1*(d0x21),d1x113->-1*(d0x6)+-1*(d0x17),d1x114->-1*(d0x10),d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17),d1x116->-1*(d0x10)+1*(d0x17),d1x117->-1*(d0x6)+1*(d0x10),d1x118->-1*(d0x7)+-1*(d0x18),d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18),d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18),d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13),d1x122->-1*(d0x14),d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12),d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15),d1x125->-1*(d0x16),d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17),d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17),d1x128->-1*(d0x17),d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18),d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19),d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20),d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21),d1x133->-1*(d0x6)+-1*(d0x19),d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20),d1x135->-1*(d0x11)+-1*(d0x19),d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19),d1x137->-1*(d0x13)+-1*(d0x20),d1x138->-1*(d0x9)+-1*(d0x20),d1x139->-1*(d0x10)+-1*(d0x21),d1x140->-1*(d0x10),d1x141->-1*(d0x21),d1x142->-1*(d0x10)+1*(d0x21),d1x143->-1*(d0x14)+-1*(d0x19),d1x144->-1*(d0x19),d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20),d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20),d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19),d1x148->-1*(d0x12)+1*(d0x20),d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17),d1x150->-1*(d0x12)+1*(d0x18),d1x151->-1*(d0x19)+-1*(d0x21),d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21),d1x153->-2*(d0x21),d1x154->-1*(d0x14),d1x155->-1*(d0x14),d1x156->-1*(d0x14),d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17),d1x158->-1*(d0x14)+1*(d0x15),d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18),d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19),d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20),d1x162->-1*(d0x21),d1x163->1*(d0x14)+-1*(d0x16),d1x164->1*(d0x15)+-1*(d0x16),d1x165->-1*(d0x14),d1x166->-1*(d0x14)+1*(d0x17),d1x167->-1*(d0x17),d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19),d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20),d1x170->-1*(d0x15)+1*(d0x21),d1x171->-1*(d0x16),d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18),d1x173->-1*(d0x14),d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20),d1x175->-1*(d0x15),d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20),d1x177->-1*(d0x21),d1x178->-1*(d0x17)+1*(d0x21),d1x179->-1*(d0x21),d1x180->1*(d0x19)+-1*(d0x21),d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21),d1x182->1*(d0x14)+-1*(d0x19),d1x183->-1*(d0x19),d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20),d1x185->1*(d0x16)+-1*(d0x21),d1x186->1*(d0x17)+-1*(d0x19),d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21),d1x188->-1*(d0x21),d1x189->-1*(d0x21)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:07:43 on modular [Seed = 1951495971] ------------------------------------- >> g:=homC| y:->w,z:->2*w>; ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.86MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:09:36 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d0x1), d1x2->-1*(d0x1),d1x3->-1*(d0x1),d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2),d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4),d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6),d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10),d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11),d1x17->-1*(d0x4)+-1*(d0x12),d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13),d1x19->-2*(d0x5),d1x20->-1*(d0x3)+-1*(d0x14),d1x21->-1*(d0x3)+-1*(d0x15),d1x22->-1*(d0x3)+-1*(d0x16),d1x23->-1*(d0x3),d1x24->-1*(d0x5)+-1*(d0x17),d1x25->-1*(d0x5),d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18),d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19),d1x28->-1*(d0x4)+-1*(d0x20),d1x29->-1*(d0x5)+-1*(d0x21),d1x30->-1*(d0x5),d1x31->-1*(d0x1),d1x32->-1*(d0x1)+-1*(d0x6),d1x33->-1*(d0x1),d1x34->-1*(d0x1)+1*(d0x6),d1x35->-1*(d0x1),d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7),d1x37->-1*(d0x1)+1*(d0x3),d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7),d1x39->-1*(d0x1)+1*(d0x5),d1x40->-1*(d0x6),d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8),d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6),d1x43->-1*(d0x6)+-1*(d0x8),d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8),d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9),d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10),d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11),d1x48->-1*(d0x7)+-1*(d0x12),d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13),d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9),d1x51->-1*(d0x14),d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8),d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15),d1x54->-1*(d0x8)+-1*(d0x16),d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17),d1x56->-1*(d0x3)+1*(d0x5),d1x57->-1*(d0x9)+-1*(d0x18),d1x58->-1*(d0x19),d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20),d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9),d1x61->-1*(d0x21),d1x62->-1*(d0x1),d1x63->-1*(d0x1)+-1*(d0x10),d1x64->-1*(d0x1),d1x65->-1*(d0x1)+1*(d0x10),d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11),d1x67->-1*(d0x7)+-1*(d0x12),d1x68->-1*(d0x3)+-1*(d0x11),d1x69->-1*(d0x8)+-1*(d0x11),d1x70->-1*(d0x4)+-1*(d0x12),d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12),d1x72->-1*(d0x2)+-1*(d0x13),d1x73->-2*(d0x10),d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13),d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13),d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13),d1x77->-1*(d0x3)+1*(d0x14),d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12),d1x79->-1*(d0x5)+1*(d0x15),d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16),d1x81->-1*(d0x3),d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17),d1x83->-1*(d0x13)+-1*(d0x18),d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19),d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20),d1x86->-1*(d0x4)+1*(d0x13),d1x87->-1*(d0x5)+1*(d0x21),d1x88->-1*(d0x6)+-1*(d0x14),d1x89->-1*(d0x6),d1x90->-1*(d0x14),d1x91->-1*(d0x6)+1*(d0x14),d1x92->-1*(d0x6),d1x93->-1*(d0x10)+-1*(d0x15),d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11),d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12),d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15),d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15),d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16),d1x99->-1*(d0x16),d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16),d1x101->-1*(d0x7)+1*(d0x9),d1x102->-2*(d0x14),d1x103->-1*(d0x14),d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15),d1x105->-1*(d0x14)+-1*(d0x16),d1x106->-1*(d0x15)+-1*(d0x17),d1x107->-1*(d0x15),d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18),d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15),d1x110->-1*(d0x16)+-1*(d0x19),d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20),d1x112->-1*(d0x16)+-1*(d0x21),d1x113->-1*(d0x6)+-1*(d0x17),d1x114->-1*(d0x10),d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17),d1x116->-1*(d0x10)+1*(d0x17),d1x117->-1*(d0x6)+1*(d0x10),d1x118->-1*(d0x7)+-1*(d0x18),d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18),d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18),d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13),d1x122->-1*(d0x14),d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12),d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15),d1x125->-1*(d0x16),d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17),d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17),d1x128->-1*(d0x17),d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18),d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19),d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20),d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21),d1x133->-1*(d0x6)+-1*(d0x19),d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20),d1x135->-1*(d0x11)+-1*(d0x19),d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19),d1x137->-1*(d0x13)+-1*(d0x20),d1x138->-1*(d0x9)+-1*(d0x20),d1x139->-1*(d0x10)+-1*(d0x21),d1x140->-1*(d0x10),d1x141->-1*(d0x21),d1x142->-1*(d0x10)+1*(d0x21),d1x143->-1*(d0x14)+-1*(d0x19),d1x144->-1*(d0x19),d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20),d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20),d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19),d1x148->-1*(d0x12)+1*(d0x20),d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17),d1x150->-1*(d0x12)+1*(d0x18),d1x151->-1*(d0x19)+-1*(d0x21),d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21),d1x153->-2*(d0x21),d1x154->-1*(d0x14),d1x155->-1*(d0x14),d1x156->-1*(d0x14),d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17),d1x158->-1*(d0x14)+1*(d0x15),d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18),d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19),d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20),d1x162->-1*(d0x21),d1x163->1*(d0x14)+-1*(d0x16),d1x164->1*(d0x15)+-1*(d0x16),d1x165->-1*(d0x14),d1x166->-1*(d0x14)+1*(d0x17),d1x167->-1*(d0x17),d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19),d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20),d1x170->-1*(d0x15)+1*(d0x21),d1x171->-1*(d0x16),d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18),d1x173->-1*(d0x14),d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20),d1x175->-1*(d0x15),d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20),d1x177->-1*(d0x21),d1x178->-1*(d0x17)+1*(d0x21),d1x179->-1*(d0x21),d1x180->1*(d0x19)+-1*(d0x21),d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21),d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19),d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21),d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21),d1x188->-1*(d0x21),d1x189->-1*(d0x21)> f; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:09:35 on modular [Seed = 1281970059] ------------------------------------- >> f; ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.86MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:10:38 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)> f; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:10:37 on modular [Seed = 1163937600] ------------------------------------- >> f; ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.86MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:11:58 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1*(d0x1)+-1*(d0x3), d1x7:->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8:->-1*(d0x1)+-1*(d0x5), d1x9:->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10:->-1*(d0x2)+-1*(d0x7), d1x11:->-1*(d0x3), d1x12:->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13:->-1*(d0x2)+-1*(d0x9), d1x14:->-1*(d0x2)+-1*(d0x4), d1x15:->-1*(d0x5)+-1*(d0x10), d1x16:->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17:->-1*(d0x4)+-1*(d0x12), d1x18:->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19:->-2*(d0x5), d1x20:->-1*(d0x3)+-1*(d0x14), d1x21:->-1*(d0x3)+-1*(d0x15), d1x22:->-1*(d0x3)+-1*(d0x16), d1x23:->-1*(d0x3), d1x24:->-1*(d0x5)+-1*(d0x17), d1x25:->-1*(d0x5), d1x26:->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27:->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28:->-1*(d0x4)+-1*(d0x20), d1x29:->-1*(d0x5)+-1*(d0x21), d1x30:->-1*(d0x5), d1x31:->-1*(d0x1), d1x32:->-1*(d0x1)+-1*(d0x6), d1x33:->-1*(d0x1), d1x34:->-1*(d0x1)+1*(d0x6), d1x35:->-1*(d0x1), d1x36:->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37:->-1*(d0x1)+1*(d0x3), d1x38:->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39:->-1*(d0x1)+1*(d0x5), d1x40:->-1*(d0x6), d1x41:->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42:->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43:->-1*(d0x6)+-1*(d0x8), d1x44:->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45:->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46:->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47:->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48:->-1*(d0x7)+-1*(d0x12), d1x49:->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50:->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51:->-1*(d0x14), d1x52:->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53:->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54:->-1*(d0x8)+-1*(d0x16), d1x55:->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56:->-1*(d0x3)+1*(d0x5), d1x57:->-1*(d0x9)+-1*(d0x18), d1x58:->-1*(d0x19), d1x59:->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60:->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61:->-1*(d0x21), d1x62:->-1*(d0x1), d1x63:->-1*(d0x1)+-1*(d0x10), d1x64:->-1*(d0x1), d1x65:->-1*(d0x1)+1*(d0x10), d1x66:->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67:->-1*(d0x7)+-1*(d0x12), d1x68:->-1*(d0x3)+-1*(d0x11), d1x69:->-1*(d0x8)+-1*(d0x11), d1x70:->-1*(d0x4)+-1*(d0x12), d1x71:->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72:->-1*(d0x2)+-1*(d0x13), d1x73:->-2*(d0x10), d1x74:->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75:->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76:->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77:->-1*(d0x3)+1*(d0x14), d1x78:->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79:->-1*(d0x5)+1*(d0x15), d1x80:->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81:->-1*(d0x3), d1x82:->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83:->-1*(d0x13)+-1*(d0x18), d1x84:->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85:->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86:->-1*(d0x4)+1*(d0x13), d1x87:->-1*(d0x5)+1*(d0x21), d1x88:->-1*(d0x6)+-1*(d0x14), d1x89:->-1*(d0x6), d1x90:->-1*(d0x14), d1x91:->-1*(d0x6)+1*(d0x14), d1x92:->-1*(d0x6), d1x93:->-1*(d0x10)+-1*(d0x15), d1x94:->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95:->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96:->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97:->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98:->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99:->-1*(d0x16), d1x100:->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101:->-1*(d0x7)+1*(d0x9), d1x102:->-2*(d0x14), d1x103:->-1*(d0x14), d1x104:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105:->-1*(d0x14)+-1*(d0x16), d1x106:->-1*(d0x15)+-1*(d0x17), d1x107:->-1*(d0x15), d1x108:->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110:->-1*(d0x16)+-1*(d0x19), d1x111:->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112:->-1*(d0x16)+-1*(d0x21), d1x113:->-1*(d0x6)+-1*(d0x17), d1x114:->-1*(d0x10), d1x115:->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116:->-1*(d0x10)+1*(d0x17), d1x117:->-1*(d0x6)+1*(d0x10), d1x118:->-1*(d0x7)+-1*(d0x18), d1x119:->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120:->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121:->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122:->-1*(d0x14), d1x123:->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124:->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125:->-1*(d0x16), d1x126:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127:->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128:->-1*(d0x17), d1x129:->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130:->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131:->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132:->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133:->-1*(d0x6)+-1*(d0x19), d1x134:->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135:->-1*(d0x11)+-1*(d0x19), d1x136:->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137:->-1*(d0x13)+-1*(d0x20), d1x138:->-1*(d0x9)+-1*(d0x20), d1x139:->-1*(d0x10)+-1*(d0x21), d1x140:->-1*(d0x10), d1x141:->-1*(d0x21), d1x142:->-1*(d0x10)+1*(d0x21), d1x143:->-1*(d0x14)+-1*(d0x19), d1x144:->-1*(d0x19), d1x145:->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146:->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147:->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148:->-1*(d0x12)+1*(d0x20), d1x149:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150:->-1*(d0x12)+1*(d0x18), d1x151:->-1*(d0x19)+-1*(d0x21), d1x152:->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153:->-2*(d0x21), d1x154:->-1*(d0x14), d1x155:->-1*(d0x14), d1x156:->-1*(d0x14), d1x157:->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158:->-1*(d0x14)+1*(d0x15), d1x159:->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160:->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161:->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162:->-1*(d0x21), d1x163:->1*(d0x14)+-1*(d0x16), d1x164:->1*(d0x15)+-1*(d0x16), d1x165:->-1*(d0x14), d1x166:->-1*(d0x14)+1*(d0x17), d1x167:->-1*(d0x17), d1x168:->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169:->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170:->-1*(d0x15)+1*(d0x21), d1x171:->-1*(d0x16), d1x172:->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173:->-1*(d0x14), d1x174:->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175:->-1*(d0x15), d1x176:->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177:->-1*(d0x21), d1x178:->-1*(d0x17)+1*(d0x21), d1x179:->-1*(d0x21), d1x180:->1*(d0x19)+-1*(d0x21), d1x181:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182:->1*(d0x14)+-1*(d0x19), d1x183:->-1*(d0x19), d1x184:->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185:->1*(d0x16)+-1*(d0x21), d1x186:->1*(d0x17)+-1*(d0x19), d1x187:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188:->-1*(d0x21), d1x189:->-1*(d0x21)> f; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:11:58 on modular [Seed = 1585142792] ------------------------------------- >> f:=homB|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2 ^ User error: bad syntax >> f; ^ User error: Identifier 'f' has not been declared or assigned >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:13:02 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:13:02 on modular [Seed = 2878253373] ------------------------------------- >> g:=homC| y:->w,z:->2*w>; ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.66MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:13:18 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1)> g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:13:17 on modular [Seed = 2693112389] ------------------------------------- >> g:=homC| y:->w,z:->2*w>; ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:13:28 2004 Input: Z:=RationalField(); A := RModule(Z,21); B:=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1)>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:13:28 on modular [Seed = 2776672085] ------------------------------------- Complex( L: [* Matrix with 0 rows and 21 columns, Mapping from: ModFld: ..., d: 0 ) MapToMatrix( theta: Mapping from: ModFld: vv1 to ModFld: vv2 given by a rule [no... ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 23, column 59: >> mat[i] := RSpace(CoefficientRing(vv1),Ncols(mat))!theta(Basis(vv1)[i]); ^ Runtime error in map application: Element is not in the codomain of the map >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:14:13 2004 Input: Z:=RationalField(); A := RModule(Z,21); B :=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1*(d0x1)+-1*(d0x3), d1x7:->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8:->-1*(d0x1)+-1*(d0x5), d1x9:->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10:->-1*(d0x2)+-1*(d0x7), d1x11:->-1*(d0x3), d1x12:->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13:->-1*(d0x2)+-1*(d0x9), d1x14:->-1*(d0x2)+-1*(d0x4), d1x15:->-1*(d0x5)+-1*(d0x10), d1x16:->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17:->-1*(d0x4)+-1*(d0x12), d1x18:->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19:->-2*(d0x5), d1x20:->-1*(d0x3)+-1*(d0x14), d1x21:->-1*(d0x3)+-1*(d0x15), d1x22:->-1*(d0x3)+-1*(d0x16), d1x23:->-1*(d0x3), d1x24:->-1*(d0x5)+-1*(d0x17), d1x25:->-1*(d0x5), d1x26:->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27:->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28:->-1*(d0x4)+-1*(d0x20), d1x29:->-1*(d0x5)+-1*(d0x21), d1x30:->-1*(d0x5), d1x31:->-1*(d0x1), d1x32:->-1*(d0x1)+-1*(d0x6), d1x33:->-1*(d0x1), d1x34:->-1*(d0x1)+1*(d0x6), d1x35:->-1*(d0x1), d1x36:->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37:->-1*(d0x1)+1*(d0x3), d1x38:->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39:->-1*(d0x1)+1*(d0x5), d1x40:->-1*(d0x6), d1x41:->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42:->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43:->-1*(d0x6)+-1*(d0x8), d1x44:->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45:->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46:->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47:->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48:->-1*(d0x7)+-1*(d0x12), d1x49:->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50:->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51:->-1*(d0x14), d1x52:->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53:->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54:->-1*(d0x8)+-1*(d0x16), d1x55:->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56:->-1*(d0x3)+1*(d0x5), d1x57:->-1*(d0x9)+-1*(d0x18), d1x58:->-1*(d0x19), d1x59:->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60:->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61:->-1*(d0x21), d1x62:->-1*(d0x1), d1x63:->-1*(d0x1)+-1*(d0x10), d1x64:->-1*(d0x1), d1x65:->-1*(d0x1)+1*(d0x10), d1x66:->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67:->-1*(d0x7)+-1*(d0x12), d1x68:->-1*(d0x3)+-1*(d0x11), d1x69:->-1*(d0x8)+-1*(d0x11), d1x70:->-1*(d0x4)+-1*(d0x12), d1x71:->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72:->-1*(d0x2)+-1*(d0x13), d1x73:->-2*(d0x10), d1x74:->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75:->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76:->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77:->-1*(d0x3)+1*(d0x14), d1x78:->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79:->-1*(d0x5)+1*(d0x15), d1x80:->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81:->-1*(d0x3), d1x82:->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83:->-1*(d0x13)+-1*(d0x18), d1x84:->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85:->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86:->-1*(d0x4)+1*(d0x13), d1x87:->-1*(d0x5)+1*(d0x21), d1x88:->-1*(d0x6)+-1*(d0x14), d1x89:->-1*(d0x6), d1x90:->-1*(d0x14), d1x91:->-1*(d0x6)+1*(d0x14), d1x92:->-1*(d0x6), d1x93:->-1*(d0x10)+-1*(d0x15), d1x94:->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95:->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96:->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97:->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98:->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99:->-1*(d0x16), d1x100:->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101:->-1*(d0x7)+1*(d0x9), d1x102:->-2*(d0x14), d1x103:->-1*(d0x14), d1x104:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105:->-1*(d0x14)+-1*(d0x16), d1x106:->-1*(d0x15)+-1*(d0x17), d1x107:->-1*(d0x15), d1x108:->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110:->-1*(d0x16)+-1*(d0x19), d1x111:->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112:->-1*(d0x16)+-1*(d0x21), d1x113:->-1*(d0x6)+-1*(d0x17), d1x114:->-1*(d0x10), d1x115:->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116:->-1*(d0x10)+1*(d0x17), d1x117:->-1*(d0x6)+1*(d0x10), d1x118:->-1*(d0x7)+-1*(d0x18), d1x119:->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120:->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121:->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122:->-1*(d0x14), d1x123:->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124:->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125:->-1*(d0x16), d1x126:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127:->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128:->-1*(d0x17), d1x129:->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130:->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131:->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132:->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133:->-1*(d0x6)+-1*(d0x19), d1x134:->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135:->-1*(d0x11)+-1*(d0x19), d1x136:->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137:->-1*(d0x13)+-1*(d0x20), d1x138:->-1*(d0x9)+-1*(d0x20), d1x139:->-1*(d0x10)+-1*(d0x21), d1x140:->-1*(d0x10), d1x141:->-1*(d0x21), d1x142:->-1*(d0x10)+1*(d0x21), d1x143:->-1*(d0x14)+-1*(d0x19), d1x144:->-1*(d0x19), d1x145:->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146:->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147:->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148:->-1*(d0x12)+1*(d0x20), d1x149:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150:->-1*(d0x12)+1*(d0x18), d1x151:->-1*(d0x19)+-1*(d0x21), d1x152:->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153:->-2*(d0x21), d1x154:->-1*(d0x14), d1x155:->-1*(d0x14), d1x156:->-1*(d0x14), d1x157:->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158:->-1*(d0x14)+1*(d0x15), d1x159:->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160:->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161:->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162:->-1*(d0x21), d1x163:->1*(d0x14)+-1*(d0x16), d1x164:->1*(d0x15)+-1*(d0x16), d1x165:->-1*(d0x14), d1x166:->-1*(d0x14)+1*(d0x17), d1x167:->-1*(d0x17), d1x168:->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169:->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170:->-1*(d0x15)+1*(d0x21), d1x171:->-1*(d0x16), d1x172:->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173:->-1*(d0x14), d1x174:->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175:->-1*(d0x15), d1x176:->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177:->-1*(d0x21), d1x178:->-1*(d0x17)+1*(d0x21), d1x179:->-1*(d0x21), d1x180:->1*(d0x19)+-1*(d0x21), d1x181:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182:->1*(d0x14)+-1*(d0x19), d1x183:->-1*(d0x19), d1x184:->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185:->1*(d0x16)+-1*(d0x21), d1x186:->1*(d0x17)+-1*(d0x19), d1x187:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188:->-1*(d0x21), d1x189:->-1*(d0x21)>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:14:13 on modular [Seed = 3131031447] ------------------------------------- >> f:=homB|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:14:42 2004 Input: Z:=RationalField(); A := RModule(Z,21); B :=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homB|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1)>; f; , d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1*(d0x1)+-1*(d0x3), d1x7:->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8:->-1*(d0x1)+-1*(d0x5), d1x9:->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10:->-1*(d0x2)+-1*(d0x7), d1x11:->-1*(d0x3), d1x12:->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13:->-1*(d0x2)+-1*(d0x9), d1x14:->-1*(d0x2)+-1*(d0x4), d1x15:->-1*(d0x5)+-1*(d0x10), d1x16:->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17:->-1*(d0x4)+-1*(d0x12), d1x18:->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19:->-2*(d0x5), d1x20:->-1*(d0x3)+-1*(d0x14), d1x21:->-1*(d0x3)+-1*(d0x15), d1x22:->-1*(d0x3)+-1*(d0x16), d1x23:->-1*(d0x3), d1x24:->-1*(d0x5)+-1*(d0x17), d1x25:->-1*(d0x5), d1x26:->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27:->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28:->-1*(d0x4)+-1*(d0x20), d1x29:->-1*(d0x5)+-1*(d0x21), d1x30:->-1*(d0x5), d1x31:->-1*(d0x1), d1x32:->-1*(d0x1)+-1*(d0x6), d1x33:->-1*(d0x1), d1x34:->-1*(d0x1)+1*(d0x6), d1x35:->-1*(d0x1), d1x36:->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37:->-1*(d0x1)+1*(d0x3), d1x38:->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39:->-1*(d0x1)+1*(d0x5), d1x40:->-1*(d0x6), d1x41:->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42:->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43:->-1*(d0x6)+-1*(d0x8), d1x44:->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45:->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46:->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47:->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48:->-1*(d0x7)+-1*(d0x12), d1x49:->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50:->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51:->-1*(d0x14), d1x52:->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53:->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54:->-1*(d0x8)+-1*(d0x16), d1x55:->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56:->-1*(d0x3)+1*(d0x5), d1x57:->-1*(d0x9)+-1*(d0x18), d1x58:->-1*(d0x19), d1x59:->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60:->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61:->-1*(d0x21), d1x62:->-1*(d0x1), d1x63:->-1*(d0x1)+-1*(d0x10), d1x64:->-1*(d0x1), d1x65:->-1*(d0x1)+1*(d0x10), d1x66:->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67:->-1*(d0x7)+-1*(d0x12), d1x68:->-1*(d0x3)+-1*(d0x11), d1x69:->-1*(d0x8)+-1*(d0x11), d1x70:->-1*(d0x4)+-1*(d0x12), d1x71:->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72:->-1*(d0x2)+-1*(d0x13), d1x73:->-2*(d0x10), d1x74:->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75:->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76:->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77:->-1*(d0x3)+1*(d0x14), d1x78:->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79:->-1*(d0x5)+1*(d0x15), d1x80:->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81:->-1*(d0x3), d1x82:->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83:->-1*(d0x13)+-1*(d0x18), d1x84:->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85:->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86:->-1*(d0x4)+1*(d0x13), d1x87:->-1*(d0x5)+1*(d0x21), d1x88:->-1*(d0x6)+-1*(d0x14), d1x89:->-1*(d0x6), d1x90:->-1*(d0x14), d1x91:->-1*(d0x6)+1*(d0x14), d1x92:->-1*(d0x6), d1x93:->-1*(d0x10)+-1*(d0x15), d1x94:->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95:->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96:->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97:->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98:->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99:->-1*(d0x16), d1x100:->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101:->-1*(d0x7)+1*(d0x9), d1x102:->-2*(d0x14), d1x103:->-1*(d0x14), d1x104:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105:->-1*(d0x14)+-1*(d0x16), d1x106:->-1*(d0x15)+-1*(d0x17), d1x107:->-1*(d0x15), d1x108:->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110:->-1*(d0x16)+-1*(d0x19), d1x111:->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112:->-1*(d0x16)+-1*(d0x21), d1x113:->-1*(d0x6)+-1*(d0x17), d1x114:->-1*(d0x10), d1x115:->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116:->-1*(d0x10)+1*(d0x17), d1x117:->-1*(d0x6)+1*(d0x10), d1x118:->-1*(d0x7)+-1*(d0x18), d1x119:->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120:->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121:->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122:->-1*(d0x14), d1x123:->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124:->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125:->-1*(d0x16), d1x126:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127:->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128:->-1*(d0x17), d1x129:->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130:->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131:->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132:->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133:->-1*(d0x6)+-1*(d0x19), d1x134:->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135:->-1*(d0x11)+-1*(d0x19), d1x136:->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137:->-1*(d0x13)+-1*(d0x20), d1x138:->-1*(d0x9)+-1*(d0x20), d1x139:->-1*(d0x10)+-1*(d0x21), d1x140:->-1*(d0x10), d1x141:->-1*(d0x21), d1x142:->-1*(d0x10)+1*(d0x21), d1x143:->-1*(d0x14)+-1*(d0x19), d1x144:->-1*(d0x19), d1x145:->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146:->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147:->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148:->-1*(d0x12)+1*(d0x20), d1x149:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150:->-1*(d0x12)+1*(d0x18), d1x151:->-1*(d0x19)+-1*(d0x21), d1x152:->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153:->-2*(d0x21), d1x154:->-1*(d0x14), d1x155:->-1*(d0x14), d1x156:->-1*(d0x14), d1x157:->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158:->-1*(d0x14)+1*(d0x15), d1x159:->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160:->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161:->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162:->-1*(d0x21), d1x163:->1*(d0x14)+-1*(d0x16), d1x164:->1*(d0x15)+-1*(d0x16), d1x165:->-1*(d0x14), d1x166:->-1*(d0x14)+1*(d0x17), d1x167:->-1*(d0x17), d1x168:->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169:->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170:->-1*(d0x15)+1*(d0x21), d1x171:->-1*(d0x16), d1x172:->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173:->-1*(d0x14), d1x174:->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175:->-1*(d0x15), d1x176:->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177:->-1*(d0x21), d1x178:->-1*(d0x17)+1*(d0x21), d1x179:->-1*(d0x21), d1x180:->1*(d0x19)+-1*(d0x21), d1x181:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182:->1*(d0x14)+-1*(d0x19), d1x183:->-1*(d0x19), d1x184:->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185:->1*(d0x16)+-1*(d0x21), d1x186:->1*(d0x17)+-1*(d0x19), d1x187:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188:->-1*(d0x21), d1x189:->-1*(d0x21)>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:14:42 on modular [Seed = 3214588597] ------------------------------------- Mapping from: ModFld: A to ModFld: B given by a rule >> , d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1 ^ User error: bad syntax Complex( L: [* Matrix with 0 rows and 21 columns, Mapping from: ModFld: ..., d: 0 ) MapToMatrix( theta: Mapping from: ModFld: vv1 to ModFld: vv2 given by a rule ) In file "/usr/local/magma/package/HomAlg/AlgBas/algebras.m", line 23, column 59: >> mat[i] := RSpace(CoefficientRing(vv1),Ncols(mat))!theta(Basis(vv1)[i]); ^ Runtime error in map application: Element is not in the codomain of the map >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:15:06 2004 Input: Z:=RationalField(); A := RModule(Z,21); B :=RModule(Z,189); C:=RModule(Z,1); D:=RModule(Z,0); e:=homA| >; f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1*(d0x1)+-1*(d0x3), d1x7:->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8:->-1*(d0x1)+-1*(d0x5), d1x9:->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10:->-1*(d0x2)+-1*(d0x7), d1x11:->-1*(d0x3), d1x12:->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13:->-1*(d0x2)+-1*(d0x9), d1x14:->-1*(d0x2)+-1*(d0x4), d1x15:->-1*(d0x5)+-1*(d0x10), d1x16:->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17:->-1*(d0x4)+-1*(d0x12), d1x18:->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19:->-2*(d0x5), d1x20:->-1*(d0x3)+-1*(d0x14), d1x21:->-1*(d0x3)+-1*(d0x15), d1x22:->-1*(d0x3)+-1*(d0x16), d1x23:->-1*(d0x3), d1x24:->-1*(d0x5)+-1*(d0x17), d1x25:->-1*(d0x5), d1x26:->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27:->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28:->-1*(d0x4)+-1*(d0x20), d1x29:->-1*(d0x5)+-1*(d0x21), d1x30:->-1*(d0x5), d1x31:->-1*(d0x1), d1x32:->-1*(d0x1)+-1*(d0x6), d1x33:->-1*(d0x1), d1x34:->-1*(d0x1)+1*(d0x6), d1x35:->-1*(d0x1), d1x36:->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37:->-1*(d0x1)+1*(d0x3), d1x38:->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39:->-1*(d0x1)+1*(d0x5), d1x40:->-1*(d0x6), d1x41:->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42:->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43:->-1*(d0x6)+-1*(d0x8), d1x44:->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45:->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46:->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47:->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48:->-1*(d0x7)+-1*(d0x12), d1x49:->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50:->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51:->-1*(d0x14), d1x52:->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53:->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54:->-1*(d0x8)+-1*(d0x16), d1x55:->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56:->-1*(d0x3)+1*(d0x5), d1x57:->-1*(d0x9)+-1*(d0x18), d1x58:->-1*(d0x19), d1x59:->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60:->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61:->-1*(d0x21), d1x62:->-1*(d0x1), d1x63:->-1*(d0x1)+-1*(d0x10), d1x64:->-1*(d0x1), d1x65:->-1*(d0x1)+1*(d0x10), d1x66:->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67:->-1*(d0x7)+-1*(d0x12), d1x68:->-1*(d0x3)+-1*(d0x11), d1x69:->-1*(d0x8)+-1*(d0x11), d1x70:->-1*(d0x4)+-1*(d0x12), d1x71:->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72:->-1*(d0x2)+-1*(d0x13), d1x73:->-2*(d0x10), d1x74:->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75:->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76:->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77:->-1*(d0x3)+1*(d0x14), d1x78:->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79:->-1*(d0x5)+1*(d0x15), d1x80:->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81:->-1*(d0x3), d1x82:->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83:->-1*(d0x13)+-1*(d0x18), d1x84:->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85:->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86:->-1*(d0x4)+1*(d0x13), d1x87:->-1*(d0x5)+1*(d0x21), d1x88:->-1*(d0x6)+-1*(d0x14), d1x89:->-1*(d0x6), d1x90:->-1*(d0x14), d1x91:->-1*(d0x6)+1*(d0x14), d1x92:->-1*(d0x6), d1x93:->-1*(d0x10)+-1*(d0x15), d1x94:->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95:->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96:->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97:->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98:->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99:->-1*(d0x16), d1x100:->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101:->-1*(d0x7)+1*(d0x9), d1x102:->-2*(d0x14), d1x103:->-1*(d0x14), d1x104:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105:->-1*(d0x14)+-1*(d0x16), d1x106:->-1*(d0x15)+-1*(d0x17), d1x107:->-1*(d0x15), d1x108:->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110:->-1*(d0x16)+-1*(d0x19), d1x111:->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112:->-1*(d0x16)+-1*(d0x21), d1x113:->-1*(d0x6)+-1*(d0x17), d1x114:->-1*(d0x10), d1x115:->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116:->-1*(d0x10)+1*(d0x17), d1x117:->-1*(d0x6)+1*(d0x10), d1x118:->-1*(d0x7)+-1*(d0x18), d1x119:->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120:->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121:->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122:->-1*(d0x14), d1x123:->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124:->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125:->-1*(d0x16), d1x126:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127:->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128:->-1*(d0x17), d1x129:->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130:->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131:->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132:->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133:->-1*(d0x6)+-1*(d0x19), d1x134:->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135:->-1*(d0x11)+-1*(d0x19), d1x136:->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137:->-1*(d0x13)+-1*(d0x20), d1x138:->-1*(d0x9)+-1*(d0x20), d1x139:->-1*(d0x10)+-1*(d0x21), d1x140:->-1*(d0x10), d1x141:->-1*(d0x21), d1x142:->-1*(d0x10)+1*(d0x21), d1x143:->-1*(d0x14)+-1*(d0x19), d1x144:->-1*(d0x19), d1x145:->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146:->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147:->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148:->-1*(d0x12)+1*(d0x20), d1x149:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150:->-1*(d0x12)+1*(d0x18), d1x151:->-1*(d0x19)+-1*(d0x21), d1x152:->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153:->-2*(d0x21), d1x154:->-1*(d0x14), d1x155:->-1*(d0x14), d1x156:->-1*(d0x14), d1x157:->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158:->-1*(d0x14)+1*(d0x15), d1x159:->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160:->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161:->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162:->-1*(d0x21), d1x163:->1*(d0x14)+-1*(d0x16), d1x164:->1*(d0x15)+-1*(d0x16), d1x165:->-1*(d0x14), d1x166:->-1*(d0x14)+1*(d0x17), d1x167:->-1*(d0x17), d1x168:->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169:->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170:->-1*(d0x15)+1*(d0x21), d1x171:->-1*(d0x16), d1x172:->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173:->-1*(d0x14), d1x174:->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175:->-1*(d0x15), d1x176:->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177:->-1*(d0x21), d1x178:->-1*(d0x17)+1*(d0x21), d1x179:->-1*(d0x21), d1x180:->1*(d0x19)+-1*(d0x21), d1x181:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182:->1*(d0x14)+-1*(d0x19), d1x183:->-1*(d0x19), d1x184:->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185:->1*(d0x16)+-1*(d0x21), d1x186:->1*(d0x17)+-1*(d0x19), d1x187:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188:->-1*(d0x21), d1x189:->-1*(d0x21)>; g:=homC| y:->w,z:->2*w>; h:=homD| w:->0>; H:=Complex([*e,f,g,h*],0); DimensionOfHomology(H,1); DimensionOfHomology(H,2); DimensionOfHomology(H,3); Term(H,1); Term(H,2); Term(H,3); Output: Magma V2.11-6 Wed Oct 6 2004 15:15:05 on modular [Seed = 3029447077] ------------------------------------- >> f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2 ^ User error: bad syntax >> H:=Complex([*e,f,g,h*],0); ^ User error: Identifier 'f' has not been declared or assigned >> DimensionOfHomology(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> DimensionOfHomology(H,3); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,1); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,2); ^ User error: Identifier 'H' has not been declared or assigned >> Term(H,3);; ^ User error: Identifier 'H' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:17:28 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A := RModule(Z,21); B :=RModule(Z,189); f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2*(d0x1), d1x5:->-1*(d0x1)+-2*(d0x2), d1x6:->-1*(d0x1)+-1*(d0x3), d1x7:->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8:->-1*(d0x1)+-1*(d0x5), d1x9:->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10:->-1*(d0x2)+-1*(d0x7), d1x11:->-1*(d0x3), d1x12:->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13:->-1*(d0x2)+-1*(d0x9), d1x14:->-1*(d0x2)+-1*(d0x4), d1x15:->-1*(d0x5)+-1*(d0x10), d1x16:->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17:->-1*(d0x4)+-1*(d0x12), d1x18:->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19:->-2*(d0x5), d1x20:->-1*(d0x3)+-1*(d0x14), d1x21:->-1*(d0x3)+-1*(d0x15), d1x22:->-1*(d0x3)+-1*(d0x16), d1x23:->-1*(d0x3), d1x24:->-1*(d0x5)+-1*(d0x17), d1x25:->-1*(d0x5), d1x26:->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27:->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28:->-1*(d0x4)+-1*(d0x20), d1x29:->-1*(d0x5)+-1*(d0x21), d1x30:->-1*(d0x5), d1x31:->-1*(d0x1), d1x32:->-1*(d0x1)+-1*(d0x6), d1x33:->-1*(d0x1), d1x34:->-1*(d0x1)+1*(d0x6), d1x35:->-1*(d0x1), d1x36:->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37:->-1*(d0x1)+1*(d0x3), d1x38:->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39:->-1*(d0x1)+1*(d0x5), d1x40:->-1*(d0x6), d1x41:->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42:->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43:->-1*(d0x6)+-1*(d0x8), d1x44:->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45:->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46:->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47:->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48:->-1*(d0x7)+-1*(d0x12), d1x49:->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50:->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51:->-1*(d0x14), d1x52:->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53:->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54:->-1*(d0x8)+-1*(d0x16), d1x55:->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56:->-1*(d0x3)+1*(d0x5), d1x57:->-1*(d0x9)+-1*(d0x18), d1x58:->-1*(d0x19), d1x59:->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60:->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61:->-1*(d0x21), d1x62:->-1*(d0x1), d1x63:->-1*(d0x1)+-1*(d0x10), d1x64:->-1*(d0x1), d1x65:->-1*(d0x1)+1*(d0x10), d1x66:->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67:->-1*(d0x7)+-1*(d0x12), d1x68:->-1*(d0x3)+-1*(d0x11), d1x69:->-1*(d0x8)+-1*(d0x11), d1x70:->-1*(d0x4)+-1*(d0x12), d1x71:->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72:->-1*(d0x2)+-1*(d0x13), d1x73:->-2*(d0x10), d1x74:->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75:->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76:->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77:->-1*(d0x3)+1*(d0x14), d1x78:->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79:->-1*(d0x5)+1*(d0x15), d1x80:->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81:->-1*(d0x3), d1x82:->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83:->-1*(d0x13)+-1*(d0x18), d1x84:->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85:->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86:->-1*(d0x4)+1*(d0x13), d1x87:->-1*(d0x5)+1*(d0x21), d1x88:->-1*(d0x6)+-1*(d0x14), d1x89:->-1*(d0x6), d1x90:->-1*(d0x14), d1x91:->-1*(d0x6)+1*(d0x14), d1x92:->-1*(d0x6), d1x93:->-1*(d0x10)+-1*(d0x15), d1x94:->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95:->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96:->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97:->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98:->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99:->-1*(d0x16), d1x100:->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101:->-1*(d0x7)+1*(d0x9), d1x102:->-2*(d0x14), d1x103:->-1*(d0x14), d1x104:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105:->-1*(d0x14)+-1*(d0x16), d1x106:->-1*(d0x15)+-1*(d0x17), d1x107:->-1*(d0x15), d1x108:->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109:->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110:->-1*(d0x16)+-1*(d0x19), d1x111:->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112:->-1*(d0x16)+-1*(d0x21), d1x113:->-1*(d0x6)+-1*(d0x17), d1x114:->-1*(d0x10), d1x115:->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116:->-1*(d0x10)+1*(d0x17), d1x117:->-1*(d0x6)+1*(d0x10), d1x118:->-1*(d0x7)+-1*(d0x18), d1x119:->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120:->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121:->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122:->-1*(d0x14), d1x123:->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124:->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125:->-1*(d0x16), d1x126:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127:->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128:->-1*(d0x17), d1x129:->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130:->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131:->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132:->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133:->-1*(d0x6)+-1*(d0x19), d1x134:->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135:->-1*(d0x11)+-1*(d0x19), d1x136:->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137:->-1*(d0x13)+-1*(d0x20), d1x138:->-1*(d0x9)+-1*(d0x20), d1x139:->-1*(d0x10)+-1*(d0x21), d1x140:->-1*(d0x10), d1x141:->-1*(d0x21), d1x142:->-1*(d0x10)+1*(d0x21), d1x143:->-1*(d0x14)+-1*(d0x19), d1x144:->-1*(d0x19), d1x145:->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146:->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147:->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148:->-1*(d0x12)+1*(d0x20), d1x149:->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150:->-1*(d0x12)+1*(d0x18), d1x151:->-1*(d0x19)+-1*(d0x21), d1x152:->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153:->-2*(d0x21), d1x154:->-1*(d0x14), d1x155:->-1*(d0x14), d1x156:->-1*(d0x14), d1x157:->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158:->-1*(d0x14)+1*(d0x15), d1x159:->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160:->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161:->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162:->-1*(d0x21), d1x163:->1*(d0x14)+-1*(d0x16), d1x164:->1*(d0x15)+-1*(d0x16), d1x165:->-1*(d0x14), d1x166:->-1*(d0x14)+1*(d0x17), d1x167:->-1*(d0x17), d1x168:->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169:->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170:->-1*(d0x15)+1*(d0x21), d1x171:->-1*(d0x16), d1x172:->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173:->-1*(d0x14), d1x174:->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175:->-1*(d0x15), d1x176:->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177:->-1*(d0x21), d1x178:->-1*(d0x17)+1*(d0x21), d1x179:->-1*(d0x21), d1x180:->1*(d0x19)+-1*(d0x21), d1x181:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182:->1*(d0x14)+-1*(d0x19), d1x183:->-1*(d0x19), d1x184:->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185:->1*(d0x16)+-1*(d0x21), d1x186:->1*(d0x17)+-1*(d0x19), d1x187:->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188:->-1*(d0x21), d1x189:->-1*(d0x21)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:17:27 on modular [Seed = 2359920995] ------------------------------------- >> f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1), d1x4:->-2 ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.76MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:18:04 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A := RModule(Z,21); B :=RModule(Z,189); f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:18:03 on modular [Seed = 2175042626] ------------------------------------- >> f:=homA|d1x1:->-2*(d0x1), d1x2:->-1*(d0x1), d1x3:->-1*(d0x1)>;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.66MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:18:35 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A := RModule(Z,21); B :=RModule(Z,189); f:=homA|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:18:35 on modular [Seed = 2275574692] ------------------------------------- >> f:=homA|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1)>;; ^ Runtime error in hom< ... >: Rhs arity (3) should be 189 Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:19:03 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A := RModule(Z,21); B :=RModule(Z,3); f:=homA|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:19:02 on modular [Seed = 2629408914] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:21:25 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A := RModule(Z,21); B :=RModule(Z,189); f:=homA|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:21:24 on modular [Seed = 3956207479] ------------------------------------- Total time: 0.200 seconds, Total memory usage: 5.05MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:24:39 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A0 := RModule(Z,21); A1 :=RModule(Z,189); f1:=homA0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=homA1|d2x1->, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; Output: Magma V2.11-6 Wed Oct 6 2004 15:24:39 on modular [Seed = 4208983461] ------------------------------------- >> f2:=homA1|d2x1->, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), ^ User error: bad syntax Total time: 0.220 seconds, Total memory usage: 6.31MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:36:59 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21) > A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189) > A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651) > A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097) > A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)> A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525) > Output: Magma V2.11-6 Wed Oct 6 2004 15:36:58 on modular [Seed = 3269970608] ------------------------------------- >> 7, d0x18, d0x19, d0x20, d0x21, >:=RModule(Z,21); ^ User error: bad syntax >> A2> A3> A4> A5> A6> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ User error: Identifier 'A6' has not been declared or assigned Total time: 0.300 seconds, Total memory usage: 8.77MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 15:37:32 2004 Input: Z:=RationalField(); zero :=RModule(Z,0); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21) > A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189) > A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651) > A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097) > A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)> A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525) > Output: Magma V2.11-6 Wed Oct 6 2004 15:37:32 on modular [Seed = 3353530259] ------------------------------------- >> A2> A3> A4> A5> A6> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ User error: Identifier 'A6' has not been declared or assigned Total time: 0.310 seconds, Total memory usage: 8.77MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:09:32 2004 Input: A0:=RModule(Z,21); A1:=RModule(Z,189); Output: Magma V2.11-6 Wed Oct 6 2004 16:09:32 on modular [Seed = 1665561268] ------------------------------------- >> 7, d0x18, d0x19, d0x20, d0x21, >:=RModule(Z,21); ^ User error: bad syntax >> d1x186, d1x187, d1x188, d1x189, >:=RModule(Z,189); ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:16:57 2004 Input: A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:16:56 on modular [Seed = 1682012151] ------------------------------------- >> 7, d0x18, d0x19, d0x20, d0x21>:=RModule(Z,21); ^ User error: Identifier 'Z' has not been declared or assigned >> d1x186, d1x187, d1x188, d1x189>:=RModule(Z,189); ^ User error: Identifier 'Z' has not been declared or assigned >> f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1 ^ User error: Identifier 'A1' has not been declared or assigned >> 6, d2x647, d2x648, d2x649, d2x650, d2x651>:=RModule(Z,651); ^ User error: Identifier 'Z' has not been declared or assigned >> f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d ^ User error: Identifier 'A2' has not been declared or assigned >> d3x1132, d3x1133, d3x1134>:=RModule(Z,1134); ^ User error: Identifier 'Z' has not been declared or assigned >> f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*( ^ User error: Identifier 'A3' has not been declared or assigned >> , d4x1065, d4x1066, d4x1067, d4x1068, d4x1069, d4x1070, d4x1071>:=RModule(Z ^ User error: Identifier 'Z' has not been declared or assigned >> f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*( ^ User error: Identifier 'A4' has not been declared or assigned >> d5x523, d5x524, d5x525>:=RModule(Z,525); ^ User error: Identifier 'Z' has not been declared or assigned >> f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*( ^ User error: Identifier 'A5' has not been declared or assigned >> 03, d6x104, d6x105>:=RModule(Z,105); ^ User error: Identifier 'Z' has not been declared or assigned >> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ User error: Identifier 'A6' has not been declared or assigned Total time: 0.320 seconds, Total memory usage: 8.62MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:17:19 2004 Input: Z=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:17:18 on modular [Seed = 2102947480] ------------------------------------- >> Z=RationalField(); ^ User error: Identifier 'Z' has not been declared or assigned >> 7, d0x18, d0x19, d0x20, d0x21>:=RModule(Z,21); ^ User error: Identifier 'Z' has not been declared or assigned >> d1x186, d1x187, d1x188, d1x189>:=RModule(Z,189); ^ User error: Identifier 'Z' has not been declared or assigned >> f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1 ^ User error: Identifier 'A1' has not been declared or assigned >> 6, d2x647, d2x648, d2x649, d2x650, d2x651>:=RModule(Z,651); ^ User error: Identifier 'Z' has not been declared or assigned >> f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d ^ User error: Identifier 'A2' has not been declared or assigned >> d3x1132, d3x1133, d3x1134>:=RModule(Z,1134); ^ User error: Identifier 'Z' has not been declared or assigned >> f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*( ^ User error: Identifier 'A3' has not been declared or assigned >> , d4x1065, d4x1066, d4x1067, d4x1068, d4x1069, d4x1070, d4x1071>:=RModule(Z ^ User error: Identifier 'Z' has not been declared or assigned >> f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*( ^ User error: Identifier 'A4' has not been declared or assigned >> d5x523, d5x524, d5x525>:=RModule(Z,525); ^ User error: Identifier 'Z' has not been declared or assigned >> f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*( ^ User error: Identifier 'A5' has not been declared or assigned >> 03, d6x104, d6x105>:=RModule(Z,105); ^ User error: Identifier 'Z' has not been declared or assigned >> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ User error: Identifier 'A6' has not been declared or assigned Total time: 0.320 seconds, Total memory usage: 8.62MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:17:37 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:17:36 on modular [Seed = 1884644283] ------------------------------------- >> f1:=hom A0|d1x1->0+-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1 ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt Total time: 0.590 seconds, Total memory usage: 24.57MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:18:18 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4->0+-2*(d0x1), d1x5->0+-1*(d0x1)+-2*(d0x2), d1x6->0+-1*(d0x1)+-1*(d0x3), d1x7->0+-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0+-1*(d0x1)+-1*(d0x5), d1x9->0+-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0+-1*(d0x2)+-1*(d0x7), d1x11->0+-1*(d0x3), d1x12->0+-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0+-1*(d0x2)+-1*(d0x9), d1x14->0+-1*(d0x2)+-1*(d0x4), d1x15->0+-1*(d0x5)+-1*(d0x10), d1x16->0+-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0+-1*(d0x4)+-1*(d0x12), d1x18->0+-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0+-2*(d0x5), d1x20->0+-1*(d0x3)+-1*(d0x14), d1x21->0+-1*(d0x3)+-1*(d0x15), d1x22->0+-1*(d0x3)+-1*(d0x16), d1x23->0+-1*(d0x3), d1x24->0+-1*(d0x5)+-1*(d0x17), d1x25->0+-1*(d0x5), d1x26->0+1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->0+1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0+-1*(d0x4)+-1*(d0x20), d1x29->0+-1*(d0x5)+-1*(d0x21), d1x30->0+-1*(d0x5), d1x31->0+-1*(d0x1), d1x32->0+-1*(d0x1)+-1*(d0x6), d1x33->0+-1*(d0x1), d1x34->0+-1*(d0x1)+1*(d0x6), d1x35->0+-1*(d0x1), d1x36->0+-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0+-1*(d0x1)+1*(d0x3), d1x38->0+-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0+-1*(d0x1)+1*(d0x5), d1x40->0+-1*(d0x6), d1x41->0+-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->0+1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0+-1*(d0x6)+-1*(d0x8), d1x44->0+1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0+-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0+-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->0+1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0+-1*(d0x7)+-1*(d0x12), d1x49->0+1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0+-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0+-1*(d0x14), d1x52->0+1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0+-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0+-1*(d0x8)+-1*(d0x16), d1x55->0+1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0+-1*(d0x3)+1*(d0x5), d1x57->0+-1*(d0x9)+-1*(d0x18), d1x58->0+-1*(d0x19), d1x59->0+-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0+-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0+-1*(d0x21), d1x62->0+-1*(d0x1), d1x63->0+-1*(d0x1)+-1*(d0x10), d1x64->0+-1*(d0x1), d1x65->0+-1*(d0x1)+1*(d0x10), d1x66->0+-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0+-1*(d0x7)+-1*(d0x12), d1x68->0+-1*(d0x3)+-1*(d0x11), d1x69->0+-1*(d0x8)+-1*(d0x11), d1x70->0+-1*(d0x4)+-1*(d0x12), d1x71->0+-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0+-1*(d0x2)+-1*(d0x13), d1x73->0+-2*(d0x10), d1x74->0+-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0+-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0+-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0+-1*(d0x3)+1*(d0x14), d1x78->0+-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0+-1*(d0x5)+1*(d0x15), d1x80->0+1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0+-1*(d0x3), d1x82->0+-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0+-1*(d0x13)+-1*(d0x18), d1x84->0+-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0+-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0+-1*(d0x4)+1*(d0x13), d1x87->0+-1*(d0x5)+1*(d0x21), d1x88->0+-1*(d0x6)+-1*(d0x14), d1x89->0+-1*(d0x6), d1x90->0+-1*(d0x14), d1x91->0+-1*(d0x6)+1*(d0x14), d1x92->0+-1*(d0x6), d1x93->0+-1*(d0x10)+-1*(d0x15), d1x94->0+1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0+-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->0+1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0+-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->0+1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0+-1*(d0x16), d1x100->0+-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0+-1*(d0x7)+1*(d0x9), d1x102->0+-2*(d0x14), d1x103->0+-1*(d0x14), d1x104->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0+-1*(d0x14)+-1*(d0x16), d1x106->0+-1*(d0x15)+-1*(d0x17), d1x107->0+-1*(d0x15), d1x108->0+1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0+-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0+-1*(d0x16)+-1*(d0x19), d1x111->0+-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0+-1*(d0x16)+-1*(d0x21), d1x113->0+-1*(d0x6)+-1*(d0x17), d1x114->0+-1*(d0x10), d1x115->0+-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0+-1*(d0x10)+1*(d0x17), d1x117->0+-1*(d0x6)+1*(d0x10), d1x118->0+-1*(d0x7)+-1*(d0x18), d1x119->0+-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0+-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0+-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0+-1*(d0x14), d1x123->0+-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0+-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0+-1*(d0x16), d1x126->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0+-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0+-1*(d0x17), d1x129->0+-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0+-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0+-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0+-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0+-1*(d0x6)+-1*(d0x19), d1x134->0+1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0+-1*(d0x11)+-1*(d0x19), d1x136->0+1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0+-1*(d0x13)+-1*(d0x20), d1x138->0+-1*(d0x9)+-1*(d0x20), d1x139->0+-1*(d0x10)+-1*(d0x21), d1x140->0+-1*(d0x10), d1x141->0+-1*(d0x21), d1x142->0+-1*(d0x10)+1*(d0x21), d1x143->0+-1*(d0x14)+-1*(d0x19), d1x144->0+-1*(d0x19), d1x145->0+1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0+-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0+-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0+-1*(d0x12)+1*(d0x20), d1x149->0+-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0+-1*(d0x12)+1*(d0x18), d1x151->0+-1*(d0x19)+-1*(d0x21), d1x152->0+-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0+-2*(d0x21), d1x154->0+-1*(d0x14), d1x155->0+-1*(d0x14), d1x156->0+-1*(d0x14), d1x157->0+1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0+-1*(d0x14)+1*(d0x15), d1x159->0+-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->0+1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->0+1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0+-1*(d0x21), d1x163->0+1*(d0x14)+-1*(d0x16), d1x164->0+1*(d0x15)+-1*(d0x16), d1x165->0+-1*(d0x14), d1x166->0+-1*(d0x14)+1*(d0x17), d1x167->0+-1*(d0x17), d1x168->0+1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0+-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0+-1*(d0x15)+1*(d0x21), d1x171->0+-1*(d0x16), d1x172->0+-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0+-1*(d0x14), d1x174->0+-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0+-1*(d0x15), d1x176->0+1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0+-1*(d0x21), d1x178->0+-1*(d0x17)+1*(d0x21), d1x179->0+-1*(d0x21), d1x180->0+1*(d0x19)+-1*(d0x21), d1x181->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->0+1*(d0x14)+-1*(d0x19), d1x183->0+-1*(d0x19), d1x184->0+-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->0+1*(d0x16)+-1*(d0x21), d1x186->0+1*(d0x17)+-1*(d0x19), d1x187->0+-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0+-1*(d0x21), d1x189->0+-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d1x3), d2x4->0+-2*(d1x1)+2*(d1x4), d2x5->0+-2*(d1x2)+1*(d1x4), d2x6->0+-2*(d1x3)+1*(d1x4), d2x7->0+-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->0+-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->0+-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->0+-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->0+-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->0+-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->0+1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->0+1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->0+1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->0+1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->0+-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->0+-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->0+1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->0+-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->0+1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->0+1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->0+1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->0+1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->0+2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->0+1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->0+-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->0+1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->0+-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->0+1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->0+-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->0+-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->0+1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->0+1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->0+-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->0+-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->0+1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->0+-1*(d1x11)+1*(d1x23), d2x39->0+1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->0+1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->0+1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->0+1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->0+1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->0+1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->0+1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->0+1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->0+1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->0+1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->0+1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->0+1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->0+1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->0+1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->0+1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->0+1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->0+-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->0+-1*(d1x19)+2*(d1x30), d2x58->0+1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->0+-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->0+-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->0+1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->0+1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->0+1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->0+1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->0+1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->0+-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->0+-1*(d1x25)+1*(d1x30), d2x68->0+1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->0+1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->0+1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->0+-1*(d1x1)+2*(d1x31), d2x72->0+-1*(d1x2)+1*(d1x31), d2x73->0+-1*(d1x3)+1*(d1x31), d2x74->0+-1*(d1x2)+1*(d1x33), d2x75->0+-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->0+-1*(d1x1)+2*(d1x35), d2x77->0+-1*(d1x2)+1*(d1x33), d2x78->0+-1*(d1x2)+1*(d1x35), d2x79->0+-1*(d1x3)+1*(d1x35), d2x80->0+-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->0+-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->0+-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->0+-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->0+-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->0+-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->0+1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->0+1*(d1x31)+-1*(d1x33), d2x89->0+1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->0+1*(d1x31)+-1*(d1x35), d2x91->0+-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->0+-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->0+-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->0+-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->0+-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->0+-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->0+-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->0+-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->0+-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->0+-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->0+1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->0+1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->0+1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->0+1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->0+1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->0+1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->0+1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->0+1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->0+1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->0+1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->0+1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->0+1*(d1x40)+-1*(d1x89), d2x113->0+1*(d1x51)+-1*(d1x90), d2x114->0+1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->0+1*(d1x40)+-1*(d1x92), d2x116->0+-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->0+-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->0+1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->0+-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->0+1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->0+-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->0+-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->0+-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->0+-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->0+1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->0+1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->0+1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->0+1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->0+1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->0+-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->0+1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->0+1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->0+1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->0+1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->0+-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->0+-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->0+1*(d1x61)+-1*(d1x141), d2x138->0+1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->0+1*(d1x58)+-1*(d1x144), d2x140->0+-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->0+1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->0+1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->0+2*(d1x61)+-1*(d1x153), d2x144->0+1*(d1x51)+-1*(d1x154), d2x145->0+1*(d1x51)+-1*(d1x155), d2x146->0+1*(d1x51)+-1*(d1x156), d2x147->0+-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->0+-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->0+-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->0+1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->0+1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->0+1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->0+1*(d1x51)+-1*(d1x173), d2x154->0+-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->0+-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->0+1*(d1x61)+-1*(d1x177), d2x157->0+1*(d1x61)+-1*(d1x179), d2x158->0+-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->0+-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->0+1*(d1x58)+-1*(d1x183), d2x161->0+-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->0+1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->0+1*(d1x61)+-1*(d1x188), d2x164->0+1*(d1x61)+-1*(d1x189), d2x165->0+-1*(d1x1)+2*(d1x62), d2x166->0+-1*(d1x2)+1*(d1x62), d2x167->0+-1*(d1x3)+1*(d1x62), d2x168->0+-1*(d1x2)+1*(d1x64), d2x169->0+-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->0+-1*(d1x2)+1*(d1x64), d2x171->0+-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->0+-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->0+-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->0+-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->0+-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->0+-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->0+-1*(d1x4)+2*(d1x62), d2x178->0+-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->0+-1*(d1x4)+2*(d1x64), d2x180->0+-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->0+-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->0+-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->0+-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->0+-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->0+-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->0+-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->0+-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->0+-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->0+-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->0+1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->0+-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->0+-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->0+-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->0+-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->0+-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->0+-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->0+-1*(d1x11)+1*(d1x81), d2x198->0+-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->0+-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->0+-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->0+1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->0+-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->0+-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->0+-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->0+-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->0+-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->0+-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->0+-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->0+-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->0+-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->0+-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->0+-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->0+-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->0+-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->0+-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->0+-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->0+-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->0+-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->0+-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->0+-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->0+-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->0+-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->0+-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->0+-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->0+-1*(d1x23)+1*(d1x81), d2x226->0+-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->0+-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->0+-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->0+1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->0+1*(d1x31)+-1*(d1x33), d2x231->0+1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->0+1*(d1x31)+-1*(d1x35), d2x233->0+-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->0+-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->0+1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->0+-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->0+1*(d1x33)+-1*(d1x35), d2x238->0+1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->0+1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->0+1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->0+1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->0+1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->0+1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->0+1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->0+1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->0+1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->0+1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->0+1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->0+1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->0+1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->0+-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->0+1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->0+-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->0+-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->0+1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->0+1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->0+-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->0+-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->0+-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->0+-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->0+1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->0+-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->0+-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->0+-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->0+-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->0+-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->0+-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->0+-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->0+1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->0+1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->0+1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->0+1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->0+1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->0+1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->0+-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->0+1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->0+1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->0+-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->0+1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->0+1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->0+-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->0+1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->0+-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->0+-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->0+-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->0+-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->0+-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->0+1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->0+1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->0+1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->0+1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->0+1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->0+-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->0+1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->0+-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->0+-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->0+-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->0+1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->0+1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->0+-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->0+1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->0+1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->0+1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->0+-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->0+1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->0+-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->0+1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->0+1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->0+-1*(d1x31)+1*(d1x62), d2x310->0+-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->0+-1*(d1x31)+1*(d1x64), d2x312->0+-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->0+-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->0+-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->0+-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->0+-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->0+-1*(d1x33)+1*(d1x64), d2x318->0+-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->0+-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->0+-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->0+-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->0+-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->0+-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->0+-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->0+-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->0+-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->0+-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->0+-1*(d1x99)+1*(d1x125), d2x329->0+-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->0+-1*(d1x103)+1*(d1x122), d2x331->0+-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->0+-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->0+-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->0+-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->0+-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->0+-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->0+-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->0+-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->0+1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->0+-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->0+-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->0+-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->0+-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->0+-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->0+-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->0+-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->0+-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->0+-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->0+-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->0+-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->0+-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->0+-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->0+1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->0+-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->0+-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->0+-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->0+-1*(d1x51)+1*(d1x154), d2x359->0+-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->0+-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->0+-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->0+-1*(d1x61)+1*(d1x162), d2x363->0+-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->0+-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->0+-1*(d1x51)+1*(d1x165), d2x366->0+-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->0+1*(d1x128)+-1*(d1x167), d2x368->0+-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->0+-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->0+-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->0+-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->0+-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->0+-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->0+-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->0+-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->0+-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->0+-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->0+-1*(d1x61)+1*(d1x188), d2x379->0+1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->0+1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->0+1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->0+1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->0+1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->0+1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->0+-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->0+-1*(d1x62)+1*(d1x64), d2x387->0+-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->0+1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->0+1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->0+1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->0+1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->0+1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->0+1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->0+1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->0+-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->0+-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->0+1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->0+1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->0+1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->0+1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->0+1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->0+1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->0+-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->0+1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->0+1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->0+1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->0+-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->0+-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->0+-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->0+-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->0+1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->0+1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->0+-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->0+-1*(d1x73)+2*(d1x140), d2x415->0+2*(d1x141)+-1*(d1x153), d2x416->0+-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->0+1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->0+1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->0+-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->0+-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->0+1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->0+1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->0+1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->0+1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->0+-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->0+-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->0+-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->0+1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->0+1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->0+-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->0+-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->0+-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->0+-1*(d1x90)+1*(d1x154), d2x434->0+1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->0+-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->0+-1*(d1x90)+1*(d1x156), d2x437->0+1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->0+1*(d1x89)+-1*(d1x92), d2x439->0+-1*(d1x90)+1*(d1x154), d2x440->0+-1*(d1x90)+1*(d1x155), d2x441->0+1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->0+1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->0+1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->0+1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->0+1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->0+1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->0+-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->0+1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->0+1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->0+1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->0+-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->0+-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->0+-1*(d1x141)+1*(d1x162), d2x454->0+-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->0+-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->0+1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->0+1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->0+1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->0+1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->0+1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->0+-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->0+1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->0+-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->0+-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->0+1*(d1x154)+-1*(d1x156), d2x467->0+-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->0+-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->0+-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->0+-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->0+1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->0+1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->0+1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->0+-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->0+-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->0+1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->0+1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->0+1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->0+1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->0+1*(d1x162)+-1*(d1x177), d2x481->0+1*(d1x162)+-1*(d1x179), d2x482->0+1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->0+-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->0+-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->0+-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->0+-1*(d1x90)+1*(d1x165), d2x487->0+-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->0+-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->0+-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->0+1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->0+-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->0+-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->0+-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->0+-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->0+-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->0+-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->0+-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->0+-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->0+-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->0+1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->0+-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->0+-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->0+-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->0+-1*(d1x99)+1*(d1x171), d2x505->0+-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->0+-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->0+-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->0+-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->0+-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->0+-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->0+-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->0+-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->0+-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->0+-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->0+-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->0+-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->0+1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->0+-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->0+-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->0+-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->0+-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->0+-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->0+-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->0+-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->0+-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->0+-1*(d1x90)+1*(d1x173), d2x527->0+1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->0+1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->0+1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->0+1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->0+1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->0+-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->0+1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->0+-1*(d1x107)+1*(d1x175), d2x535->0+1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->0+1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->0+1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->0+-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->0+-1*(d1x114)+1*(d1x140), d2x540->0+1*(d1x141)+-1*(d1x179), d2x541->0+-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->0+1*(d1x141)+-1*(d1x177), d2x543->0+1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->0+-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->0+1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->0+1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->0+1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->0+1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->0+-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->0+1*(d1x154)+-1*(d1x173), d2x551->0+1*(d1x156)+-1*(d1x173), d2x552->0+1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->0+1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->0+-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->0+1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->0+1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->0+1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->0+-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->0+-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->0+-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->0+-1*(d1x125)+1*(d1x171), d2x562->0+1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->0+-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->0+1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->0+1*(d1x177)+-1*(d1x179), d2x566->0+-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->0+1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->0+-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->0+1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->0+1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->0+1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->0+1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->0+1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->0+1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->0+1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->0+-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->0+1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->0+1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->0+1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->0+1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->0+-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->0+-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->0+1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->0+-1*(d1x141)+1*(d1x188), d2x586->0+1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->0+1*(d1x141)+-1*(d1x189), d2x588->0+-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->0+1*(d1x141)+-1*(d1x188), d2x590->0+1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->0+1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->0+1*(d1x144)+-1*(d1x183), d2x593->0+1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->0+1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->0+-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->0+-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->0+-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->0+-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->0+-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->0+1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->0+-1*(d1x153)+2*(d1x188), d2x602->0+-1*(d1x153)+2*(d1x189), d2x603->0+1*(d1x154)+-1*(d1x155), d2x604->0+-1*(d1x154)+1*(d1x156), d2x605->0+-1*(d1x155)+1*(d1x156), d2x606->0+1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->0+1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->0+1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->0+-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->0+1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->0+-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->0+-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->0+-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->0+-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->0+-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->0+-1*(d1x154)+1*(d1x165), d2x617->0+-1*(d1x156)+1*(d1x165), d2x618->0+-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->0+-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->0+-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->0+-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->0+-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->0+-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->0+-1*(d1x162)+1*(d1x188), d2x625->0+-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->0+1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->0+1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->0+1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->0+1*(d1x177)+-1*(d1x179), d2x630->0+-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->0+1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->0+-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->0+1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->0+1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->0+1*(d1x154)+-1*(d1x173), d2x636->0+1*(d1x155)+-1*(d1x173), d2x637->0+1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->0+1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->0+1*(d1x162)+-1*(d1x179), d2x640->0+1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->0+1*(d1x165)+-1*(d1x173), d2x642->0+1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->0+1*(d1x177)+-1*(d1x188), d2x644->0+-1*(d1x179)+1*(d1x188), d2x645->0+-1*(d1x179)+1*(d1x189), d2x646->0+1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->0+1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->0+1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->0+-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->0+-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->0+1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->0+-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->0+-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->0+-1*(d2x1)+-1*(d2x46), d3x7->0+-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->0+-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->0+1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->0+1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->0+1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->0+1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->0+1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->0+1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->0+-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->0+1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->0+1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->0+1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->0+-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->0+-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->0+1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->0+1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->0+1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->0+1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->0+1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->0+1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->0+1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->0+1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->0+1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->0+1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->0+1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->0+1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->0+-1*(d2x46)+-1*(d2x338), d3x34->0+-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->0+-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->0+1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->0+1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->0+-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->0+1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->0+1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->0+1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->0+1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->0+1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->0+1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->0+1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->0+1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->0+1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->0+-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->0+1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->0+-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->0+1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->0+1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->0+1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->0+-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->0+1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->0+1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->0+-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->0+1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->0+1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->0+1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->0+1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->0+1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->0+1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->0+1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->0+1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->0+1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->0+1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->0+1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->0+-1*(d2x46)+-1*(d2x567), d3x70->0+-1*(d2x46), d3x71->0+1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->0+-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->0+1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->0+1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->0+1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->0+1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->0+1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->0+1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->0+-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->0+1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->0+-1*(d2x1), d3x82->0+-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->0+-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->0+-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->0+-1*(d2x1), d3x86->0+-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->0+-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->0+-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->0+-1*(d2x1)+1*(d2x46), d3x90->0+-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->0+-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->0+-2*(d2x86), d3x93->0+-1*(d2x86), d3x94->0+-1*(d2x86), d3x95->0+1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->0+1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->0+1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->0+1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->0+1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->0+1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->0+-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->0+-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->0+-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->0+-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->0+-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->0+-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->0+-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->0+-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->0+-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->0+-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->0+1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->0+1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->0+1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->0+1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->0+1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->0+1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->0+1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->0+1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->0+1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->0+1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->0+-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->0+-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->0+-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->0+-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->0+-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->0+-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->0+-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->0+-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->0+-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->0+-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->0+-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->0+-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->0+-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->0+-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->0+-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->0+-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->0+-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->0+-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->0+-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->0+-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->0+1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->0+1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->0+1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->0+1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->0+1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->0+1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->0+1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->0+1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->0+1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->0+1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->0+-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->0+-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->0+-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->0+1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->0+-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->0+-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->0+-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->0+1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->0+1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->0+-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->0+-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->0+1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->0+-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->0+-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->0+1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->0+1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->0+-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->0+-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->0+-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->0+-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->0+-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->0+-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->0+-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->0+-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->0+1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->0+1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->0+1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->0+1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->0+1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->0+1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->0+1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->0+1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->0+-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->0+-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->0+-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->0+-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->0+-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->0+-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->0+-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->0+-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->0+1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->0+1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->0+-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->0+-1*(d2x567), d3x195->0+1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->0+1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->0+1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->0+-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->0+1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->0+-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->0+-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->0+-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->0+-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->0+-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->0+-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->0+1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->0+-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->0+1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->0+1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->0+-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->0+-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->0+-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->0+-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->0+1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->0+1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->0+-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->0+1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->0+1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->0+-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->0+1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->0+-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->0+1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->0+1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->0+-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->0+1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->0+1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->0+-1*(d2x1), d3x228->0+-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->0+-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->0+-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->0+-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->0+-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->0+-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->0+-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->0+-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->0+-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->0+-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->0+-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->0+-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->0+-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->0+-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->0+-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->0+-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->0+-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->0+-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->0+-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->0+-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->0+-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->0+-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->0+-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->0+-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->0+-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->0+-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->0+-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->0+-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->0+-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->0+-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->0+-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->0+-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->0+-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->0+-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->0+-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->0+-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->0+-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->0+-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->0+-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->0+-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->0+-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->0+-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->0+-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->0+-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->0+-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->0+-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->0+-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->0+-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->0+-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->0+-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->0+-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->0+-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->0+-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->0+-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->0+-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->0+-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->0+-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->0+-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->0+-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->0+-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->0+-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->0+-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->0+-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->0+-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->0+-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->0+-1*(d2x46)+1*(d2x567), d3x294->0+-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->0+-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->0+-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->0+-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->0+-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->0+-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->0+-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->0+-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->0+-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->0+1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->0+1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->0+1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->0+1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->0+1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->0+1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->0+-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->0+1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->0+1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->0+1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->0+1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->0+1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->0+1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->0+1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->0+1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->0+1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->0+1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->0+1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->0+1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->0+1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->0+1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->0+-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->0+-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->0+-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->0+1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->0+1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->0+1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->0+1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->0+1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->0+1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->0+1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->0+1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->0+1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->0+1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->0+1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->0+1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->0+1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->0+1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->0+1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->0+1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->0+1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->0+1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->0+1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->0+1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->0+1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->0+1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->0+1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->0+1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->0+1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->0+1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->0+1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->0+1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->0+1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->0+1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->0+1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->0+1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->0+1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->0+1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->0+1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->0+1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->0+1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->0+1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->0+1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->0+1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->0+1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->0+1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->0+1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->0+1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->0+1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->0+1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->0+1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->0+1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->0+1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->0+1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->0+-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->0+1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->0+1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->0+-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->0+1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->0+-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->0+1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->0+1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->0+1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->0+1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->0+1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->0+-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->0+1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->0+1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->0+-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->0+1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->0+-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->0+1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->0+1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->0+1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->0+1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->0+1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->0+1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->0+1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->0+1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->0+1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->0+-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->0+1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->0+1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->0+1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->0+1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->0+1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->0+-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->0+1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->0+-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->0+1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->0+1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->0+1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->0+1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->0+1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->0+1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->0+1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->0+1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->0+1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->0+1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->0+1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->0+1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->0+1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->0+1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->0+1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->0+1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->0+1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->0+1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->0+1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->0+1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->0+1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->0+-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->0+-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->0+-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->0+-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->0+-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->0+-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->0+-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->0+-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->0+-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->0+-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->0+-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->0+-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->0+-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->0+-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->0+-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->0+-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->0+-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->0+-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->0+-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->0+-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->0+-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->0+-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->0+-1*(d2x86), d3x456->0+-1*(d2x86)+-1*(d2x338), d3x457->0+-1*(d2x86), d3x458->0+-1*(d2x86)+1*(d2x338), d3x459->0+-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->0+-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->0+-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->0+-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->0+-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->0+-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->0+-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->0+-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->0+-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->0+-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->0+-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->0+-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->0+-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->0+-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->0+-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->0+-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->0+-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->0+-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->0+-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->0+-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->0+-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->0+-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->0+-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->0+-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->0+-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->0+-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->0+-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->0+-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->0+-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->0+-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->0+-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->0+-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->0+-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->0+-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->0+-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->0+-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->0+-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->0+-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->0+-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->0+-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->0+-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->0+-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->0+-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->0+-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->0+-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->0+-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->0+-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->0+-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->0+-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->0+-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->0+-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->0+-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->0+-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->0+-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->0+-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->0+-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->0+-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->0+-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->0+-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->0+-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->0+-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->0+-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->0+-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->0+-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->0+-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->0+-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->0+-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->0+-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->0+-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->0+-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->0+-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->0+-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->0+-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->0+-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->0+-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->0+-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->0+-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->0+-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->0+-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->0+-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->0+-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->0+-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->0+-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->0+-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->0+-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->0+-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->0+-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->0+-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->0+-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->0+-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->0+-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->0+-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->0+-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->0+-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->0+1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->0+1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->0+-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->0+-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->0+-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->0+1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->0+1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->0+1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->0+1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->0+1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->0+1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->0+1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->0+1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->0+1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->0+1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->0+1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->0+1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->0+1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->0+1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->0+1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->0+-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->0+-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->0+-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->0+-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->0+-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->0+1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->0+1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->0+1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->0+1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->0+1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->0+1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->0+1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->0+-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->0+1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->0+1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->0+1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->0+1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->0+-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->0+1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->0+1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->0+1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->0+1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->0+1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->0+1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->0+1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->0+1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->0+-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->0+-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->0+-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->0+-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->0+1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->0+1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->0+1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->0+-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->0+1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->0+-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->0+1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->0+-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->0+-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->0+-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->0+-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->0+1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->0+1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->0+1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->0+-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->0+-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->0+1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->0+1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->0+1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->0+1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->0+1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->0+1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->0+1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->0+1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->0+1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->0+1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->0+1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->0+1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->0+1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->0+1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->0+1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->0+1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->0+1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->0+1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->0+1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->0+1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->0+1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->0+1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->0+1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->0+1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->0+1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->0+1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->0+1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->0+1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->0+1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->0+1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->0+1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->0+-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->0+-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->0+-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->0+1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->0+1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->0+1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->0+1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->0+1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->0+-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->0+-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->0+1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->0+-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->0+1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->0+1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->0+-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->0+-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->0+-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->0+-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->0+1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->0+1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->0+1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->0+1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->0+1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->0+1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->0+1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->0+1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->0+1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->0+1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->0+1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->0+-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->0+1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->0+1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->0+1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->0+1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->0+1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->0+1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->0+1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->0+1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->0+-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->0+-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->0+1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->0+1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->0+1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->0+-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->0+1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->0+1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->0+1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->0+1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->0+1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->0+1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->0+1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->0+-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->0+-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->0+1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->0+-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->0+-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->0+1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->0+1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->0+-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->0+1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->0+-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->0+-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->0+1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->0+1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->0+1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->0+1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->0+1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->0+1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->0+1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->0+1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->0+-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->0+-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->0+-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->0+-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->0+-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->0+-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->0+-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->0+-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->0+-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->0+-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->0+-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->0+-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->0+-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->0+-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->0+-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->0+-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->0+-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->0+-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->0+-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->0+-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->0+-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->0+-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->0+-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->0+-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->0+-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->0+-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->0+-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->0+-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->0+-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->0+-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->0+-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->0+-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->0+-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->0+-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->0+-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->0+-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->0+1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->0+-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->0+-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->0+-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->0+-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->0+-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->0+-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->0+-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->0+-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->0+-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->0+-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->0+-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->0+-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->0+-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->0+-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->0+-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->0+-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->0+-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->0+1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->0+-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->0+-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->0+-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->0+-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->0+-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->0+-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->0+-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->0+-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->0+-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->0+-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->0+-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->0+-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->0+-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->0+-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->0+-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->0+-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->0+-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->0+-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->0+-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->0+-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->0+-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->0+-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->0+-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->0+-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->0+-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->0+-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->0+1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->0+1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->0+1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->0+1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->0+1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->0+1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->0+1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->0+1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->0+-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->0+-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->0+-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->0+1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->0+1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->0+1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->0+1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->0+1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->0+1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->0+1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->0+1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->0+1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->0+1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->0+1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->0+1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->0+1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->0+1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->0+1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->0+1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->0+1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->0+1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->0+1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->0+-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->0+-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->0+1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->0+1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->0+1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->0+1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->0+1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->0+1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->0+1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->0+-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->0+1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->0+1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->0+1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->0+1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->0+1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->0+1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->0+-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->0+-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->0+-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->0+-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->0+1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->0+1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->0+1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->0+1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->0+1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->0+-1*(d2x338)+-1*(d2x567), d3x857->0+-1*(d2x338), d3x858->0+-1*(d2x567), d3x859->0+-1*(d2x338)+1*(d2x567), d3x860->0+-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->0+1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->0+-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->0+-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->0+1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->0+1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->0+-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->0+1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->0+1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->0+1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->0+1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->0+1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->0+1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->0+-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->0+1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->0+1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->0+1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->0+1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->0+1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->0+1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->0+1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->0+-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->0+-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->0+-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->0+1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->0+1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->0+-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->0+-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->0+1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->0+-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->0+-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->0+-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->0+-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->0+-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->0+-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->0+-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->0+-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->0+-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->0+-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->0+1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->0+1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->0+1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->0+1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->0+1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->0+1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->0+1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->0+1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->0+1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->0+1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->0+1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->0+-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->0+1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->0+1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->0+1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->0+1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->0+1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->0+1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->0+1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->0+1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->0+-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->0+-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->0+-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->0+-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->0+-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->0+-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->0+-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->0+-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->0+1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->0+-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->0+1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->0+1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->0+-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->0+1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->0+1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->0+1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->0+1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->0+-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->0+-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->0+1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->0+1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->0+-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->0+1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->0+-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->0+1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->0+1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->0+1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->0+1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->0+1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->0+1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->0+1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->0+1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->0+1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->0+1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->0+-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->0+1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->0+-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->0+1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->0+1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->0+1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->0+1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->0+-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->0+-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->0+1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->0+-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->0+-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->0+1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->0+1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->0+-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->0+-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->0+1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->0+1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->0+1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->0+1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->0+1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->0+1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->0+1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->0+1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->0+1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->0+1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->0+1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->0+-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->0+1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->0+1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->0+1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->0+1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->0+1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->0+-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->0+-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->0+-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->0+-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->0+-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->0+-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->0+-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->0+-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->0+-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->0+-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->0+-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->0+-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->0+-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->0+-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->0+-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->0+-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->0+-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->0+-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->0+-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->0+-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->0+-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->0+-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->0+-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->0+-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->0+-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->0+-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->0+-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->0+-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->0+-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->0+-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->0+-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->0+-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->0+-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->0+-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->0+-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->0+-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->0+1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->0+1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->0+1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->0+1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->0+1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->0+1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->0+1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->0+-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->0+1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->0+-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->0+1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->0+1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->0+1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->0+1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->0+1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->0+1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->0+1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->0+-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->0+1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->0+1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->0+1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->0+1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->0+1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->0+1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->0+1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->0+1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->0+-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->0+1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->0+-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->0+-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->0+1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->0+1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->0+1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->0+1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->0+1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->0+1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->0+-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->0+-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->0+1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->0+-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->0+-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->0+-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->0+-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->0+1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->0+-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->0+1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->0+-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->0+1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->0+1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->0+1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->0+1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->0+1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->0+-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->0+1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->0+1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->0+-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->0+1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->0+1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->0+1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->0+1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->0+1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->0+1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->0+1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->0+1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->0+1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->0+1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->0+1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->0+-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->0+-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->0+-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->0+-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->0+-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->0+1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->0+1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->0+-1*(d2x567), d3x1097->0+-1*(d2x567), d3x1098->0+1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->0+-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->0+-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->0+-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->0+1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->0+1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->0+-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->0+-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->0+1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->0+-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->0+1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->0+1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->0+1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->0+-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->0+-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->0+1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->0+1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->0+1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->0+1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->0+-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->0+1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->0+-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->0+-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->0+-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->0+-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->0+1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->0+1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->0+1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->0+-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->0+-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->0+1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->0+1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->0+-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->0+-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->0+1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->0+1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->0+1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->0+1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->0+1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->0+1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->0+1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->0+1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->0+1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->0+1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->0+1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->0+1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->0+1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->0+1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->0+1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->0+1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->0+1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->0+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->0+1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->0+1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->0+1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->0+1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->0+1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->0+1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->0+1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->0+1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->0+1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->0+1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->0+1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->0+1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->0+1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->0+1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->0+1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->0+1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->0+1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->0+1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->0+1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->0+1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->0+1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->0+1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->0+1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->0+1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->0+-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->0+1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->0+1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->0+1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->0+-1*(d3x1)+1*(d3x81), d4x47->0+-1*(d3x1)+1*(d3x85), d4x48->0+-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->0+-1*(d3x92)+2*(d3x94), d4x51->0+-1*(d3x93)+1*(d3x94), d4x52->0+1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->0+1*(d3x81)+-1*(d3x85), d4x54->0+1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->0+1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->0+-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->0+-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->0+-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->0+-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->0+-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->0+1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->0+1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->0+1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->0+1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->0+1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->0+-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->0+-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->0+-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->0+-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->0+-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->0+-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->0+-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->0+-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->0+-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->0+-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->0+-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->0+-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->0+-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->0+-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->0+-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->0+1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->0+1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->0+1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->0+1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->0+1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->0+1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->0+1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->0+1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->0+1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->0+-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->0+1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->0+-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->0+-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->0+1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->0+-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->0+-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->0+-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->0+-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->0+-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->0+-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->0+-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->0+-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->0+1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->0+1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->0+1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->0+1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->0+1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->0+-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->0+-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->0+-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->0+1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->0+1*(d3x194)+-1*(d3x858), d4x113->0+1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->0+-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->0+1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->0+1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->0+-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->0+-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->0+-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->0+-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->0+-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->0+1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->0+-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->0+-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->0+-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->0+-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->0+-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->0+-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->0+-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->0+1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->0+1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->0+-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->0+-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->0+-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->0+-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->0+-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->0+1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->0+1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->0+1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->0+1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->0+1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->0+-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->0+1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->0+1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->0+-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->0+1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->0+-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->0+-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->0+-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->0+-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->0+-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->0+-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->0+-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->0+-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->0+1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->0+-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->0+-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->0+1*(d3x194)+-1*(d3x1096), d4x159->0+1*(d3x194)+-1*(d3x1097), d4x160->0+-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->0+-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->0+-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->0+-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->0+1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->0+1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->0+-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->0+-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->0+-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->0+1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->0+-1*(d3x1)+1*(d3x227), d4x171->0+-1*(d3x2)+2*(d3x227), d4x172->0+-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->0+-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->0+-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->0+-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->0+-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->0+-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->0+-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->0+-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->0+-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->0+-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->0+-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->0+-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->0+-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->0+-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->0+-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->0+-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->0+-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->0+-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->0+-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->0+-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->0+-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->0+-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->0+-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->0+-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->0+-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->0+-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->0+-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->0+-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->0+-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->0+-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->0+-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->0+-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->0+-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->0+-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->0+-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->0+-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->0+-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->0+-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->0+-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->0+-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->0+-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->0+-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->0+1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->0+1*(d3x81)+-1*(d3x85), d4x216->0+1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->0+1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->0+1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->0+1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->0+1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->0+1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->0+1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->0+1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->0+-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->0+1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->0+1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->0+1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->0+1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->0+1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->0+1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->0+1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->0+1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->0+1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->0+1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->0+1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->0+1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->0+1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->0+1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->0+1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->0+1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->0+1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->0+1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->0+1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->0+1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->0+1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->0+1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->0+1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->0+1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->0+1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->0+1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->0+1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->0+1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->0+1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->0+1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->0+1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->0+1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->0+1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->0+1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->0+1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->0+1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->0+1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->0+1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->0+1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->0+1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->0+1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->0+1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->0+1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->0+1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->0+1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->0+1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->0+1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->0+1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->0+1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->0+1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->0+1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->0+1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->0+1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->0+1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->0+1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->0+1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->0+1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->0+1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->0+1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->0+1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->0+1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->0+1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->0+1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->0+1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->0+1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->0+1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->0+1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->0+1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->0+1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->0+1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->0+1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->0+1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->0+1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->0+1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->0+1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->0+1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->0+1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->0+1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->0+1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->0+1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->0+1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->0+1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->0+1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->0+1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->0+1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->0+1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->0+1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->0+1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->0+1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->0+1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->0+1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->0+1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->0+1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->0+1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->0+1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->0+1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->0+1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->0+1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->0+1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->0+1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->0+1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->0+1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->0+1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->0+1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->0+-1*(d3x81)+1*(d3x227), d4x330->0+-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->0+-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->0+-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->0+-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->0+-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->0+-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->0+-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->0+-1*(d3x92)+2*(d3x455), d4x338->0+-1*(d3x93)+1*(d3x455), d4x339->0+-1*(d3x94)+1*(d3x455), d4x340->0+-1*(d3x93)+1*(d3x457), d4x341->0+-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->0+-1*(d3x93)+1*(d3x457), d4x343->0+-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->0+-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->0+-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->0+-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->0+-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->0+-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->0+-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->0+-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->0+-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->0+-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->0+-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->0+-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->0+-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->0+-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->0+-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->0+-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->0+-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->0+-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->0+-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->0+-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->0+-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->0+-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->0+-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->0+-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->0+-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->0+-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->0+-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->0+-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->0+-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->0+-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->0+-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->0+-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->0+-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->0+-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->0+-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->0+-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->0+-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->0+-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->0+-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->0+-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->0+-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->0+-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->0+-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->0+-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->0+-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->0+-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->0+-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->0+-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->0+-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->0+-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->0+-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->0+-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->0+-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->0+-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->0+-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->0+-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->0+-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->0+-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->0+-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->0+-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->0+-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->0+-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->0+-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->0+-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->0+-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->0+-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->0+-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->0+-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->0+-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->0+-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->0+-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->0+-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->0+-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->0+-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->0+-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->0+-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->0+-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->0+-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->0+-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->0+-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->0+-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->0+-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->0+-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->0+-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->0+-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->0+-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->0+-1*(d3x194)+1*(d3x1096), d4x430->0+-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->0+-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->0+-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->0+-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->0+-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->0+-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->0+-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->0+-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->0+-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->0+-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->0+1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->0+1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->0+1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->0+1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->0+-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->0+-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->0+-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->0+1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->0+1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->0+1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->0+1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->0+1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->0+1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->0+1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->0+1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->0+1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->0+1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->0+1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->0+1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->0+-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->0+-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->0+1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->0+1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->0+1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->0+1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->0+1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->0+-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->0+-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->0+1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->0+1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->0+1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->0+1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->0+1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->0+1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->0+-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->0+-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->0+-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->0+-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->0+1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->0+1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->0+1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->0+1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->0+1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->0+1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->0+1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->0+1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->0+1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->0+1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->0+1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->0+1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->0+1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->0+1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->0+1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->0+-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->0+1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->0+1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->0+1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->0+1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->0+1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->0+1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->0+1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->0+1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->0+1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->0+1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->0+-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->0+-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->0+1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->0+1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->0+1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->0+1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->0+1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->0+1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->0+1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->0+1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->0+1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->0+1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->0+1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->0+1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->0+1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->0+1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->0+1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->0+1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->0+1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->0+1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->0+1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->0+1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->0+1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->0+1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->0+1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->0+1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->0+1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->0+1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->0+1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->0+1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->0+1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->0+1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->0+1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->0+1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->0+1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->0+1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->0+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->0+1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->0+1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->0+1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->0+1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->0+1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->0+1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->0+-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->0+1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->0+1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->0+-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->0+1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->0+-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->0+1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->0+1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->0+1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->0+1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->0+1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->0+1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->0+1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->0+1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->0+1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->0+1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->0+1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->0+1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->0+1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->0+1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->0+1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->0+1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->0+1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->0+1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->0+-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->0+1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->0+1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->0+1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->0+1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->0+-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->0+-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->0+-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->0+-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->0+-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->0+-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->0+-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->0+-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->0+-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->0+-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->0+-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->0+-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->0+-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->0+-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->0+-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->0+-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->0+-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->0+-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->0+-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->0+-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->0+-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->0+-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->0+-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->0+-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->0+-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->0+-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->0+-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->0+-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->0+-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->0+-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->0+-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->0+-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->0+-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->0+-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->0+-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->0+-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->0+-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->0+-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->0+-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->0+-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->0+-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->0+-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->0+-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->0+-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->0+-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->0+-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->0+-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->0+-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->0+-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->0+-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->0+-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->0+-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->0+-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->0+-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->0+-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->0+-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->0+-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->0+-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->0+-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->0+-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->0+-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->0+-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->0+-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->0+-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->0+-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->0+-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->0+-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->0+-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->0+-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->0+-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->0+-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->0+-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->0+-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->0+-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->0+-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->0+-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->0+-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->0+-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->0+-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->0+-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->0+1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->0+1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->0+-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->0+-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->0+-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->0+1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->0+1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->0+1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->0+1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->0+1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->0+1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->0+1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->0+1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->0+1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->0+1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->0+1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->0+1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->0+1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->0+1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->0+1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->0+1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->0+1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->0+1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->0+1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->0+1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->0+1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->0+-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->0+-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->0+-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->0+-1*(d3x455)+1*(d3x457), d4x686->0+-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->0+1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->0+1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->0+1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->0+1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->0+1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->0+1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->0+1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->0+1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->0+1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->0+1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->0+1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->0+1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->0+1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->0+1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->0+1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->0+1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->0+1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->0+1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->0+1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->0+1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->0+1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->0+1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->0+1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->0+1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->0+-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->0+1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->0+1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->0+1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->0+1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->0+1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->0+1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->0+1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->0+1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->0+1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->0+1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->0+-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->0+-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->0+-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->0+-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->0+1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->0+1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->0+1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->0+1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->0+1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->0+1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->0+-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->0+1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->0+1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->0+1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->0+1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->0+-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->0+-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->0+-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->0+-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->0+1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->0+1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->0+1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->0+-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->0+-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->0+-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->0+-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->0+1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->0+1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->0+1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->0+1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->0+1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->0+1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->0+1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->0+1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->0+1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->0+1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->0+1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->0+-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->0+-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->0+-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->0+-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->0+1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->0+1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->0+1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->0+1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->0+1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->0+1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->0+1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->0+1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->0+1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->0+-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->0+-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->0+-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->0+-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->0+1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->0+1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->0+1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->0+1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->0+1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->0+1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->0+1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->0+1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->0+1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->0+1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->0+1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->0+1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->0+1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->0+1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->0+1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->0+1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->0+1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->0+1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->0+1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->0+1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->0+1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->0+1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->0+-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->0+1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->0+1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->0+1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->0+-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->0+-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->0+1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->0+1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->0+1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->0+1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->0+1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->0+1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->0+1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->0+1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->0+1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->0+1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->0+1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->0+1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->0+1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->0+1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->0+1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->0+1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->0+1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->0+1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->0+1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->0+1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->0+1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->0+1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->0+-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->0+-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->0+-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->0+1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->0+-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->0+1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->0+-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->0+1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->0+1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->0+1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->0+1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->0+1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->0+1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->0+1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->0+-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->0+-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->0+-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->0+-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->0+-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->0+-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->0+-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->0+-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->0+-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->0+-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->0+-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->0+-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->0+-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->0+-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->0+-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->0+-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->0+-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->0+-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->0+-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->0+-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->0+-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->0+-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->0+-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->0+-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->0+-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->0+-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->0+-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->0+-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->0+-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->0+-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->0+-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->0+-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->0+-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->0+-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->0+-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->0+-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->0+-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->0+-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->0+-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->0+-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->0+-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->0+-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->0+-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->0+-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->0+-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->0+-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->0+-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->0+-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->0+-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->0+1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->0+1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->0+1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->0+1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->0+1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->0+1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->0+1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->0+1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->0+1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->0+1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->0+1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->0+1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->0+1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->0+1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->0+1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->0+1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->0+1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->0+1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->0+1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->0+1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->0+1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->0+1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->0+1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->0+1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->0+1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->0+1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->0+1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->0+1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->0+-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->0+1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->0+1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->0+1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->0+1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->0+1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->0+1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->0+1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->0+1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->0+1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->0+-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->0+1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->0+1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->0+1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->0+1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->0+1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->0+1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->0+-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->0+-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->0+-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->0+-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->0+-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->0+-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->0+-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->0+-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->0+-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->0+-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->0+1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->0+1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->0+1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->0+1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->0+1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->0+1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->0+1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->0+1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->0+1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->0+1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->0+1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->0+1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->0+1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->0+1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->0+1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->0+-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->0+1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->0+1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->0+1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->0+1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->0+1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->0+1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->0+1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->0+1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->0+1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->0+1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->0+-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->0+-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->0+-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->0+-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->0+-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->0+-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->0+-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->0+-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->0+1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->0+1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->0+-1*(d3x858)+1*(d3x1096), d4x981->0+1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->0+1*(d3x858)+-1*(d3x1097), d4x983->0+-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->0+1*(d3x858)+-1*(d3x1096), d4x985->0+1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->0+1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->0+1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->0+1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->0+1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->0+1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->0+-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->0+-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->0+1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->0+1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->0+1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->0+-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->0+-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->0+1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->0+1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->0+1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->0+1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->0+1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->0+-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->0+-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->0+-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->0+-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->0+-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->0+1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->0+1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->0+1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->0+1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->0+1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->0+1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->0+1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->0+-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->0+1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->0+1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->0+1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->0+-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->0+1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->0+1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->0+-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->0+1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->0+-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->0+-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->0+-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->0+-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->0+-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->0+-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->0+-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->0+-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->0+-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->0+-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->0+-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->0+-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->0+1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->0+1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->0+1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->0+1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->0+1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->0+1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->0+1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->0+1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->0+1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->0+-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->0+-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->0+-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->0+-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->0+1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->0+1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->0+1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->0+1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->0+1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->0+1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->0+1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->0+1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->0+-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->0+-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->0+1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->0+1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->0+1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->0+-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->0+-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->0+1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->0+-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->0+1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->0+1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->0+1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->0+-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->0+-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->0+1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->0+1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->0+1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->0+1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->0+1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->0+1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->0+1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->0+1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->0+1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->0+-1*(d4x49), d5x12->0+1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->0+-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->0+1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->0+-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->0+-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->0+-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->0+-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->0+-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->0+-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->0+1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->0+1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->0+-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->0+-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->0+-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->0+-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->0+-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->0+1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->0+-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->0+-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->0+-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->0+-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->0+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->0+-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->0+-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->0+-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->0+-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->0+-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->0+1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->0+1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->0+1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->0+-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->0+-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->0+-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->0+-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->0+1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->0+-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->0+-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->0+-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->0+-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->0+-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->0+-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->0+-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->0+-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->0+-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->0+1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->0+-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->0+-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->0+-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->0+-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->0+-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->0+-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->0+-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->0+-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->0+1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->0+-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->0+-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->0+-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->0+-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->0+-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->0+-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->0+-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->0+-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->0+-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->0+-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->0+1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->0+1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->0+1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->0+1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->0+1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->0+1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->0+1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->0+1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->0+1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->0+1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->0+1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->0+1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->0+1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->0+1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->0+1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->0+1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->0+1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->0+1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->0+1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->0+1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->0+1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->0+1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->0+1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->0+1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->0+1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->0+1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->0+1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->0+1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->0+1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->0+1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->0+1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->0+1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->0+1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->0+1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->0+1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->0+1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->0+1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->0+1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->0+1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->0+1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->0+1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->0+1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->0+1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->0+1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->0+1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->0+1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->0+1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->0+1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->0+1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->0+1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->0+1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->0+1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->0+1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->0+-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->0+-1*(d4x49), d5x131->0+-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->0+-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->0+-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->0+-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->0+-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->0+-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->0+-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->0+-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->0+-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->0+-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->0+-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->0+-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->0+-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->0+-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->0+-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->0+-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->0+-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->0+-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->0+-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->0+-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->0+-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->0+-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->0+-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->0+-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->0+-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->0+-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->0+-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->0+-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->0+-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->0+-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->0+-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->0+-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->0+-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->0+-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->0+-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->0+-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->0+-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->0+-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->0+-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->0+-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->0+-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->0+-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->0+-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->0+-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->0+-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->0+-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->0+-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->0+-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->0+-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->0+-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->0+-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->0+1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->0+1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->0+1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->0+1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->0+1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->0+1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->0+-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->0+-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->0+1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->0+1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->0+1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->0+1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->0+1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->0+1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->0+1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->0+1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->0+1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->0+1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->0+1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->0+1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->0+1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->0+1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->0+1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->0+1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->0+1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->0+1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->0+1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->0+1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->0+1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->0+1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->0+1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->0+1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->0+1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->0+1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->0+1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->0+-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->0+1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->0+1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->0+1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->0+1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->0+1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->0+1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->0+1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->0+1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->0+1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->0+1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->0+1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->0+1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->0+1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->0+1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->0+1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->0+1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->0+1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->0+1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->0+1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->0+-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->0+-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->0+-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->0+-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->0+-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->0+-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->0+-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->0+-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->0+-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->0+-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->0+-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->0+-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->0+-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->0+-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->0+-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->0+-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->0+-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->0+-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->0+-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->0+-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->0+-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->0+-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->0+-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->0+-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->0+-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->0+-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->0+-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->0+-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->0+-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->0+-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->0+-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->0+-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->0+-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->0+-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->0+-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->0+-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->0+-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->0+-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->0+-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->0+-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->0+-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->0+1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->0+1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->0+1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->0+1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->0+-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->0+-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->0+-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->0+1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->0+1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->0+1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->0+1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->0+1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->0+1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->0+1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->0+1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->0+1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->0+1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->0+1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->0+1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->0+1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->0+1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->0+1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->0+1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->0+-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->0+-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->0+1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->0+1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->0+1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->0+1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->0+1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->0+1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->0+1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->0+-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->0+-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->0+1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->0+1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->0+1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->0+1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->0+1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->0+1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->0+-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->0+-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->0+-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->0+-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->0+1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->0+1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->0+1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->0+1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->0+1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->0+-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->0+-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->0+1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->0+1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->0+1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->0+1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->0+1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->0+1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->0+1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->0+1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->0+1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->0+1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->0+1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->0+1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->0+1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->0+1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->0+1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->0+1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->0+1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->0+1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->0+1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->0+1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->0+1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->0+1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->0+1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->0+1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->0+1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->0+1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->0+1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->0+1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->0+1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->0+1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->0+1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->0+1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->0+1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->0+1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->0+1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->0+1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->0+-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->0+1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->0+-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->0+-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->0+-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->0+-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->0+-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->0+-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->0+-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->0+-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->0+-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->0+-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->0+-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->0+-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->0+-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->0+-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->0+-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->0+-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->0+-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->0+-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->0+-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->0+-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->0+-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->0+-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->0+-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->0+-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->0+-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->0+-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->0+-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->0+-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->0+1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->0+1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->0+1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->0+1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->0+1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->0+1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->0+1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->0+1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->0+1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->0+1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->0+1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->0+1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->0+1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->0+1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->0+1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->0+1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->0+1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->0+1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->0+1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->0+1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->0+1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->0+1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->0+1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->0+1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->0+1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->0+1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->0+1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->0+-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->0+-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->0+1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->0+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->0+1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->0+1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->0+1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->0+1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->0+1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->0+1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->0+1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->0+1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->0+1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->0+1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->0+1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->0+-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->0+-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->0+-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->0+-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->0+1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->0+1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->0+1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->0+1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->0+1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->0+1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->0+1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->0+1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->0+1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->0+1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->0+1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->0+-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->0+-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->0+-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->0+-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->0+1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->0+1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->0+1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->0+1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->0+-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->0+-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->0+1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->0+1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->0+1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->0+1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->0+1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->0+1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->0+-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->0+1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->0+1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->0+1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->0+1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->0+1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->0+-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->0+1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->0+-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->0+1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->0+-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->0+-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->0+-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->0+-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->0+-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->0+-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->0+-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->0+-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->0+-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->0+-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->0+-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->0+-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->0+1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->0+1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->0+1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->0+1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->0+1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->0+1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->0+1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->0+1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->0+1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->0+-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->0+-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->0+1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->0+1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->0+1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->0+1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->0+1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->0+1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->0+1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->0+1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->0+1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->0+1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->0+1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->0+1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->0+-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->0+-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->0+1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->0+1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->0+1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->0+1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->0+1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->0+-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->0+-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->0+-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->0+-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->0+-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->0+1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0+-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->0+-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->0+-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->0+-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->0+-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->0+-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->0+-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->0+-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->0+-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->0+1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->0+1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->0+1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->0+1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->0+1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->0+1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->0+1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->0+1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->0+1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->0+1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->0+-1*(d5x11)+1*(d5x130), d6x22->0+-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->0+-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->0+-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->0+-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->0+-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->0+-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->0+-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->0+-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->0+-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->0+1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->0+1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->0+1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->0+1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->0+1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->0+1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->0+1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->0+1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->0+1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->0+-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->0+-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->0+-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->0+-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->0+-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->0+-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->0+-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->0+-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->0+-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->0+1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->0+1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->0+1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->0+1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->0+1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->0+1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->0+-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->0+-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->0+1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->0+1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->0+1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->0+1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->0+1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->0+1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->0+1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->0+1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->0+-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->0+-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->0+-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->0+-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->0+-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->0+-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->0+1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->0+1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->0+1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->0+1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->0+1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->0+1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->0+1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->0+1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->0+1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->0+1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->0+1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->0+-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->0+-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->0+1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->0+1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->0+1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->0+1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->0+1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->0+1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->0+-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->0+-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->0+-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->0+-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->0+1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->0+1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->0+1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->0+1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->0+1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->0+1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->0+1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->0+1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->0+1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->0+-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->0+-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->0+1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:18:16 on modular [Seed = 1265523048] ------------------------------------- >> f1:=hom A0|d1x1->-2*(d0x1), d1x2->0+-1*(d0x1), d1x3->0+-1*(d0x1), d1x4 ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f2:=hom A1|d2x1->0, d2x2->0+-1*(d1x1)+2*(d1x3), d2x3->0+-1*(d1x2)+1*(d ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f3:=hom A2|d3x1->0+-1*(d2x1), d3x2->0+-2*(d2x1), d3x3->0+-2*(d2x2)+1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f4:=hom A3|d4x1->0+-2*(d3x1)+1*(d3x2), d4x2->0+-1*(d3x1)+1*(d3x6)+-1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f5:=hom A4|d5x1->0+1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->0+1*( ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt >> f6:=hom A5|d6x1->0+-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->0 ^ Runtime error in '+': Bad argument types Argument types given: RngIntElt, ModFldElt Total time: 0.600 seconds, Total memory usage: 24.56MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:22:41 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->0-2*(d0x1), d1x2->0-1*(d0x1), d1x3->0-1*(d0x1), d1x4->0-2*(d0x1), d1x5->0-1*(d0x1)+-2*(d0x2), d1x6->0-1*(d0x1)+-1*(d0x3), d1x7->0-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->0-1*(d0x1)+-1*(d0x5), d1x9->0-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->0-1*(d0x2)+-1*(d0x7), d1x11->0-1*(d0x3), d1x12->0-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->0-1*(d0x2)+-1*(d0x9), d1x14->0-1*(d0x2)+-1*(d0x4), d1x15->0-1*(d0x5)+-1*(d0x10), d1x16->0-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->0-1*(d0x4)+-1*(d0x12), d1x18->0-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->0-2*(d0x5), d1x20->0-1*(d0x3)+-1*(d0x14), d1x21->0-1*(d0x3)+-1*(d0x15), d1x22->0-1*(d0x3)+-1*(d0x16), d1x23->0-1*(d0x3), d1x24->0-1*(d0x5)+-1*(d0x17), d1x25->0-1*(d0x5), d1x26->01*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->01*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->0-1*(d0x4)+-1*(d0x20), d1x29->0-1*(d0x5)+-1*(d0x21), d1x30->0-1*(d0x5), d1x31->0-1*(d0x1), d1x32->0-1*(d0x1)+-1*(d0x6), d1x33->0-1*(d0x1), d1x34->0-1*(d0x1)+1*(d0x6), d1x35->0-1*(d0x1), d1x36->0-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->0-1*(d0x1)+1*(d0x3), d1x38->0-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->0-1*(d0x1)+1*(d0x5), d1x40->0-1*(d0x6), d1x41->0-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->01*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->0-1*(d0x6)+-1*(d0x8), d1x44->01*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->0-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->0-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->01*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->0-1*(d0x7)+-1*(d0x12), d1x49->01*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->0-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->0-1*(d0x14), d1x52->01*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->0-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->0-1*(d0x8)+-1*(d0x16), d1x55->01*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->0-1*(d0x3)+1*(d0x5), d1x57->0-1*(d0x9)+-1*(d0x18), d1x58->0-1*(d0x19), d1x59->0-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->0-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->0-1*(d0x21), d1x62->0-1*(d0x1), d1x63->0-1*(d0x1)+-1*(d0x10), d1x64->0-1*(d0x1), d1x65->0-1*(d0x1)+1*(d0x10), d1x66->0-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->0-1*(d0x7)+-1*(d0x12), d1x68->0-1*(d0x3)+-1*(d0x11), d1x69->0-1*(d0x8)+-1*(d0x11), d1x70->0-1*(d0x4)+-1*(d0x12), d1x71->0-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->0-1*(d0x2)+-1*(d0x13), d1x73->0-2*(d0x10), d1x74->0-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->0-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->0-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->0-1*(d0x3)+1*(d0x14), d1x78->0-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->0-1*(d0x5)+1*(d0x15), d1x80->01*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->0-1*(d0x3), d1x82->0-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->0-1*(d0x13)+-1*(d0x18), d1x84->0-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->0-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->0-1*(d0x4)+1*(d0x13), d1x87->0-1*(d0x5)+1*(d0x21), d1x88->0-1*(d0x6)+-1*(d0x14), d1x89->0-1*(d0x6), d1x90->0-1*(d0x14), d1x91->0-1*(d0x6)+1*(d0x14), d1x92->0-1*(d0x6), d1x93->0-1*(d0x10)+-1*(d0x15), d1x94->01*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->0-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->01*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->0-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->01*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->0-1*(d0x16), d1x100->0-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->0-1*(d0x7)+1*(d0x9), d1x102->0-2*(d0x14), d1x103->0-1*(d0x14), d1x104->0-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->0-1*(d0x14)+-1*(d0x16), d1x106->0-1*(d0x15)+-1*(d0x17), d1x107->0-1*(d0x15), d1x108->01*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->0-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->0-1*(d0x16)+-1*(d0x19), d1x111->0-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->0-1*(d0x16)+-1*(d0x21), d1x113->0-1*(d0x6)+-1*(d0x17), d1x114->0-1*(d0x10), d1x115->0-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->0-1*(d0x10)+1*(d0x17), d1x117->0-1*(d0x6)+1*(d0x10), d1x118->0-1*(d0x7)+-1*(d0x18), d1x119->0-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->0-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->0-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->0-1*(d0x14), d1x123->0-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->0-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->0-1*(d0x16), d1x126->0-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->0-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->0-1*(d0x17), d1x129->0-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->0-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->0-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->0-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->0-1*(d0x6)+-1*(d0x19), d1x134->01*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->0-1*(d0x11)+-1*(d0x19), d1x136->01*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->0-1*(d0x13)+-1*(d0x20), d1x138->0-1*(d0x9)+-1*(d0x20), d1x139->0-1*(d0x10)+-1*(d0x21), d1x140->0-1*(d0x10), d1x141->0-1*(d0x21), d1x142->0-1*(d0x10)+1*(d0x21), d1x143->0-1*(d0x14)+-1*(d0x19), d1x144->0-1*(d0x19), d1x145->01*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->0-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->0-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->0-1*(d0x12)+1*(d0x20), d1x149->0-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->0-1*(d0x12)+1*(d0x18), d1x151->0-1*(d0x19)+-1*(d0x21), d1x152->0-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->0-2*(d0x21), d1x154->0-1*(d0x14), d1x155->0-1*(d0x14), d1x156->0-1*(d0x14), d1x157->01*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->0-1*(d0x14)+1*(d0x15), d1x159->0-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->01*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->01*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->0-1*(d0x21), d1x163->01*(d0x14)+-1*(d0x16), d1x164->01*(d0x15)+-1*(d0x16), d1x165->0-1*(d0x14), d1x166->0-1*(d0x14)+1*(d0x17), d1x167->0-1*(d0x17), d1x168->01*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->0-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->0-1*(d0x15)+1*(d0x21), d1x171->0-1*(d0x16), d1x172->0-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->0-1*(d0x14), d1x174->0-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->0-1*(d0x15), d1x176->01*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->0-1*(d0x21), d1x178->0-1*(d0x17)+1*(d0x21), d1x179->0-1*(d0x21), d1x180->01*(d0x19)+-1*(d0x21), d1x181->0-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->01*(d0x14)+-1*(d0x19), d1x183->0-1*(d0x19), d1x184->0-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->01*(d0x16)+-1*(d0x21), d1x186->01*(d0x17)+-1*(d0x19), d1x187->0-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->0-1*(d0x21), d1x189->0-1*(d0x21)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:22:41 on modular [Seed = 1298684023] ------------------------------------- >> f1:=hom A0|d1x1->0-2*(d0x1), d1x2->0-1*(d0x1), d1x3->0-1*(d0x1), d1x4- ^ Runtime error in '-': Bad argument types Argument types given: RngIntElt, ModFldElt Total time: 0.200 seconds, Total memory usage: 4.38MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:24:40 2004 Input: Z=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:24:39 on modular [Seed = 1180914666] ------------------------------------- >> Z=RationalField(); ^ User error: Identifier 'Z' has not been declared or assigned >> 7, d0x18, d0x19, d0x20, d0x21>:=RModule(Z,21); ^ User error: Identifier 'Z' has not been declared or assigned >> d1x186, d1x187, d1x188, d1x189>:=RModule(Z,189); ^ User error: Identifier 'Z' has not been declared or assigned >> f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2 ^ User error: Identifier 'A1' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.66MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:24:46 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:24:45 on modular [Seed = 1501318399] ------------------------------------- Total time: 0.210 seconds, Total memory usage: 5.05MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:26:13 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; Output: Magma V2.11-6 Wed Oct 6 2004 16:25:53 on modular [Seed = 1400260265] ------------------------------------- Total time: 9.830 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:29:05 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homZ| d0xi:->0 : i in [0 .. 21]>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*]; Output: Magma V2.11-6 Wed Oct 6 2004 16:28:45 on modular [Seed = 1450394112] ------------------------------------- >> h:=homZ| d0xi:->0 : i in [0 .. 21]>; ^ User error: bad syntax >> K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*];; ^ User error: bad syntax Total time: 9.820 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:29:25 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homZ| d0xi:->0 : i in [0 .. 21]>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); Output: Magma V2.11-6 Wed Oct 6 2004 16:29:06 on modular [Seed = 2861547027] ------------------------------------- >> h:=homZ| d0xi:->0 : i in [0 .. 21]>; ^ User error: bad syntax >> K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0);; ^ User error: Identifier 'h' has not been declared or assigned Total time: 9.800 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:30:16 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homZ|>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); Output: Magma V2.11-6 Wed Oct 6 2004 16:29:56 on modular [Seed = 2894706755] ------------------------------------- >> h:=homZ|>; ^ Runtime error in hom< ... >: Homomorphism has an invalid codomain >> K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0);; ^ User error: Identifier 'h' has not been declared or assigned Total time: 9.830 seconds, Total memory usage: 98.68MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:31:09 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Wed Oct 6 2004 16:31:04 on modular [Seed = 3147738264] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:31:16 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); Homology(K,1); Homology(K,2); Homology(K,3); Homology(K,4); Homology(K,5); Homology(K,6); Output: Magma V2.11-6 Wed Oct 6 2004 16:30:56 on modular [Seed = 2793648525] ------------------------------------- >> h:=homRModule(Z,0)|>; ^ Runtime error in hom< ... >: Rhs arity (0) should be 21 >> K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); ^ User error: Identifier 'h' has not been declared or assigned >> Homology(K,1); ^ User error: Identifier 'K' has not been declared or assigned >> Homology(K,2); ^ User error: Identifier 'K' has not been declared or assigned >> Homology(K,3); ^ User error: Identifier 'K' has not been declared or assigned >> Homology(K,4); ^ User error: Identifier 'K' has not been declared or assigned >> Homology(K,5); ^ User error: Identifier 'K' has not been declared or assigned >> Homology(K,6); ^ User error: Identifier 'K' has not been declared or assigned Total time: 9.800 seconds, Total memory usage: 98.68MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:31:46 2004 Input: ClassGroup(5); Output: Magma V2.11-6 Wed Oct 6 2004 16:31:45 on modular [Seed = 3180898983] ------------------------------------- >> ClassGroup(5); ^ Runtime error in 'ClassGroup': Bad argument types Argument types given: RngIntElt Total time: 0.190 seconds, Total memory usage: 3.50MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:32:52 2004 Input: Q := QuadraticField(5); Q := QuadraticForms(Discriminant(Q)); C, m := ClassGroup(Q); C; Output: Magma V2.11-6 Wed Oct 6 2004 16:32:50 on modular [Seed = 3046154988] ------------------------------------- Abelian Group of order 1 Total time: 0.280 seconds, Total memory usage: 3.66MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:33:04 2004 Input: Q := QuadraticField(37); Q := QuadraticForms(Discriminant(Q)); C, m := ClassGroup(Q); C; Output: Magma V2.11-6 Wed Oct 6 2004 16:33:03 on modular [Seed = 2293080028] ------------------------------------- Abelian Group of order 1 Total time: 0.370 seconds, Total memory usage: 3.66MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:33:07 2004 Input: Q := QuadraticField(37); Q := QuadraticForms(Discriminant(Q)); C, m := ClassGroup(Q); C; Output: Magma V2.11-6 Wed Oct 6 2004 16:33:06 on modular [Seed = 2208732202] ------------------------------------- Abelian Group of order 1 Total time: 0.360 seconds, Total memory usage: 3.66MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:33:15 2004 Input: Q := QuadraticField(29); Q := QuadraticForms(Discriminant(Q)); C, m := ClassGroup(Q); C; Output: Magma V2.11-6 Wed Oct 6 2004 16:33:15 on modular [Seed = 2258866470] ------------------------------------- Abelian Group of order 1 Total time: 0.280 seconds, Total memory usage: 3.66MB '144.92.' ************** MAGMA ***************** Host 144.92.166.192 (144.92.166.192) Time: Wed Oct 6 16:33:28 2004 Input: Q := QuadraticField(17); Q := QuadraticForms(Discriminant(Q)); C, m := ClassGroup(Q); C; Output: Magma V2.11-6 Wed Oct 6 2004 16:33:27 on modular [Seed = 2579271205] ------------------------------------- Abelian Group of order 1 Total time: 0.470 seconds, Total memory usage: 3.66MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:33:31 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); Homology(K,1); Homology(K,2); Homology(K,3); Homology(K,4); Homology(K,5); Homology(K,6); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:32:47 on modular [Seed = 2962597876] ------------------------------------- Errors: /bin/sh: line 1: 27291 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:34:38 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*e, f6,f5,f4,f3,f2,f1,h*],0); Homology(K,1); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:33:56 on modular [Seed = 2461500685] ------------------------------------- Errors: /bin/sh: line 1: 27321 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:35:23 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*f2,f1*],0); Homology(K,1); Output: Magma V2.11-6 Wed Oct 6 2004 16:34:57 on modular [Seed = 2511372879] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 168 over Rational Field to KModule of dimension 0 over Rational Field Total time: 12.949 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:42:38 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*f1,h*],-1); Homology(K,0); Output: Magma V2.11-6 Wed Oct 6 2004 16:42:14 on modular [Seed = 3079843387] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: ModFld: A0 to KModule of dimension 0 over Rational Field Total time: 10.259 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:44:08 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*f1,h*],-1); Homology(K,0);Homology(K,-1); Homology(K,1); Output: Magma V2.11-6 Wed Oct 6 2004 16:43:46 on modular [Seed = 2293076128] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: ModFld: A0 to KModule of dimension 0 over Rational Field >> Homology(K,0);Homology(K,-1); ^ Runtime error in 'Homology': Argument 2 (-1) should be in the range [0 .. 0] >> Homology(K,1); ^ Runtime error in 'Homology': Argument 2 (1) should be in the range [0 .. 0] Total time: 10.660 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:45:05 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*f2,f1*],0); Homology(K,1); Output: Magma V2.11-6 Wed Oct 6 2004 16:44:39 on modular [Seed = 2376635792] ------------------------------------- KModule of dimension 0 over Rational Field Mapping from: KModule of dimension 168 over Rational Field to KModule of dimension 0 over Rational Field Total time: 12.660 seconds, Total memory usage: 98.68MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:46:12 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; e:=homA6| >; h:=homRModule(Z,0)|d0x1->0, d0x2->0, d0x3->0, d0x4->0, d0x5->0, d0x6->0, d0x7->0, d0x8->0, d0x9->0, d0x10->0, d0x11->0, d0x12->0, d0x13->0, d0x14->0, d0x15->0, d0x16->0, d0x17->0, d0x18->0, d0x19->0, d0x20->0, d0x21->0>; K:=Complex([*f3, f2*],1); Homology(K,2); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:45:25 on modular [Seed = 2275581899] ------------------------------------- Errors: /bin/sh: line 1: 27565 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:48:30 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f3, f2*],1); Homology(K,2); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:47:48 on modular [Seed = 2562555974] ------------------------------------- >> f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2 ^ User error: Identifier 'A0' has not been declared or assigned Errors: /bin/sh: line 1: 27570 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:49:50 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f3, f2*],1); Homology(K,2); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:49:08 on modular [Seed = 2646116083] ------------------------------------- Errors: /bin/sh: line 1: 27575 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:53:23 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f3, f2*],1); Homology(K,2); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:52:40 on modular [Seed = 3956208089] ------------------------------------- Errors: /bin/sh: line 1: 27585 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 16:54:36 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f3, f2*],1); Homology(K,2); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 16:53:54 on modular [Seed = 3804756138] ------------------------------------- Errors: /bin/sh: line 1: 27592 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 17:47:44 2004 Input: A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; K:=Complex([*f6,f5,f4,f3,f2,f1*],0); Output: Magma V2.11-6 Wed Oct 6 2004 17:47:43 on modular [Seed = 722341369] ------------------------------------- >> 7, d0x18, d0x19, d0x20, d0x21>:=RModule(Z,21); ^ User error: Identifier 'Z' has not been declared or assigned >> d1x186, d1x187, d1x188, d1x189>:=RModule(Z,189); ^ User error: Identifier 'Z' has not been declared or assigned >> f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2 ^ User error: Identifier 'A1' has not been declared or assigned >> 6, d2x647, d2x648, d2x649, d2x650, d2x651>:=RModule(Z,651); ^ User error: Identifier 'Z' has not been declared or assigned >> f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3) ^ User error: Identifier 'A2' has not been declared or assigned >> d3x1132, d3x1133, d3x1134>:=RModule(Z,1134); ^ User error: Identifier 'Z' has not been declared or assigned >> f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+ ^ User error: Identifier 'A3' has not been declared or assigned >> , d4x1065, d4x1066, d4x1067, d4x1068, d4x1069, d4x1070, d4x1071>:=RModule(Z ^ User error: Identifier 'Z' has not been declared or assigned >> f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x7 ^ User error: Identifier 'A4' has not been declared or assigned >> d5x523, d5x524, d5x525>:=RModule(Z,525); ^ User error: Identifier 'Z' has not been declared or assigned >> f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3 ^ User error: Identifier 'A5' has not been declared or assigned >> 03, d6x104, d6x105>:=RModule(Z,105); ^ User error: Identifier 'Z' has not been declared or assigned >> f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1* ^ User error: Identifier 'A6' has not been declared or assigned >> K:=Complex([*f6,f5,f4,f3,f2,f1*],0);; ^ User error: Identifier 'f6' has not been declared or assigned Total time: 0.310 seconds, Total memory usage: 8.71MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 17:48:54 2004 Input: Z:=RationalField(); A0:=RModule(Z,21); A1:=RModule(Z,189); f1:=hom A0|d1x1->-2*(d0x1), d1x2->-1*(d0x1), d1x3->-1*(d0x1), d1x4->-2*(d0x1), d1x5->-1*(d0x1)+-2*(d0x2), d1x6->-1*(d0x1)+-1*(d0x3), d1x7->-1*(d0x1)+1*(d0x2)+-1*(d0x4), d1x8->-1*(d0x1)+-1*(d0x5), d1x9->-1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x10->-1*(d0x2)+-1*(d0x7), d1x11->-1*(d0x3), d1x12->-1*(d0x2)+1*(d0x3)+-1*(d0x8), d1x13->-1*(d0x2)+-1*(d0x9), d1x14->-1*(d0x2)+-1*(d0x4), d1x15->-1*(d0x5)+-1*(d0x10), d1x16->-1*(d0x3)+-1*(d0x4)+-1*(d0x11), d1x17->-1*(d0x4)+-1*(d0x12), d1x18->-1*(d0x4)+-1*(d0x5)+-1*(d0x13), d1x19->-2*(d0x5), d1x20->-1*(d0x3)+-1*(d0x14), d1x21->-1*(d0x3)+-1*(d0x15), d1x22->-1*(d0x3)+-1*(d0x16), d1x23->-1*(d0x3), d1x24->-1*(d0x5)+-1*(d0x17), d1x25->-1*(d0x5), d1x26->1*(d0x4)+-1*(d0x5)+-1*(d0x18), d1x27->1*(d0x3)+-1*(d0x4)+-1*(d0x19), d1x28->-1*(d0x4)+-1*(d0x20), d1x29->-1*(d0x5)+-1*(d0x21), d1x30->-1*(d0x5), d1x31->-1*(d0x1), d1x32->-1*(d0x1)+-1*(d0x6), d1x33->-1*(d0x1), d1x34->-1*(d0x1)+1*(d0x6), d1x35->-1*(d0x1), d1x36->-1*(d0x1)+1*(d0x2)+-1*(d0x7), d1x37->-1*(d0x1)+1*(d0x3), d1x38->-1*(d0x1)+1*(d0x4)+1*(d0x7), d1x39->-1*(d0x1)+1*(d0x5), d1x40->-1*(d0x6), d1x41->-1*(d0x6)+-1*(d0x7)+-1*(d0x8), d1x42->1*(d0x2)+-1*(d0x3)+-1*(d0x6), d1x43->-1*(d0x6)+-1*(d0x8), d1x44->1*(d0x2)+-1*(d0x4)+-1*(d0x6)+-1*(d0x8), d1x45->-1*(d0x2)+1*(d0x5)+1*(d0x8)+-1*(d0x9), d1x46->-1*(d0x7)+-1*(d0x9)+-1*(d0x10), d1x47->1*(d0x2)+-1*(d0x3)+-1*(d0x7)+-1*(d0x11), d1x48->-1*(d0x7)+-1*(d0x12), d1x49->1*(d0x2)+-1*(d0x4)+-1*(d0x7)+-1*(d0x9)+-1*(d0x13), d1x50->-1*(d0x2)+1*(d0x5)+1*(d0x9), d1x51->-1*(d0x14), d1x52->1*(d0x3)+-1*(d0x4)+-1*(d0x8), d1x53->-1*(d0x3)+1*(d0x5)+-1*(d0x15), d1x54->-1*(d0x8)+-1*(d0x16), d1x55->1*(d0x3)+-1*(d0x4)+-1*(d0x9)+-1*(d0x17), d1x56->-1*(d0x3)+1*(d0x5), d1x57->-1*(d0x9)+-1*(d0x18), d1x58->-1*(d0x19), d1x59->-1*(d0x4)+1*(d0x5)+-1*(d0x8)+-1*(d0x20), d1x60->-1*(d0x4)+1*(d0x5)+-1*(d0x9), d1x61->-1*(d0x21), d1x62->-1*(d0x1), d1x63->-1*(d0x1)+-1*(d0x10), d1x64->-1*(d0x1), d1x65->-1*(d0x1)+1*(d0x10), d1x66->-1*(d0x2)+1*(d0x6)+-1*(d0x11), d1x67->-1*(d0x7)+-1*(d0x12), d1x68->-1*(d0x3)+-1*(d0x11), d1x69->-1*(d0x8)+-1*(d0x11), d1x70->-1*(d0x4)+-1*(d0x12), d1x71->-1*(d0x5)+1*(d0x9)+-1*(d0x12), d1x72->-1*(d0x2)+-1*(d0x13), d1x73->-2*(d0x10), d1x74->-1*(d0x2)+1*(d0x10)+1*(d0x11)+-1*(d0x13), d1x75->-1*(d0x10)+-1*(d0x12)+1*(d0x13), d1x76->-1*(d0x2)+1*(d0x10)+1*(d0x13), d1x77->-1*(d0x3)+1*(d0x14), d1x78->-1*(d0x4)+1*(d0x11)+-1*(d0x12), d1x79->-1*(d0x5)+1*(d0x15), d1x80->1*(d0x11)+-1*(d0x12)+-1*(d0x16), d1x81->-1*(d0x3), d1x82->-1*(d0x3)+1*(d0x13)+1*(d0x17), d1x83->-1*(d0x13)+-1*(d0x18), d1x84->-1*(d0x4)+1*(d0x11)+1*(d0x19), d1x85->-1*(d0x5)+1*(d0x12)+1*(d0x20), d1x86->-1*(d0x4)+1*(d0x13), d1x87->-1*(d0x5)+1*(d0x21), d1x88->-1*(d0x6)+-1*(d0x14), d1x89->-1*(d0x6), d1x90->-1*(d0x14), d1x91->-1*(d0x6)+1*(d0x14), d1x92->-1*(d0x6), d1x93->-1*(d0x10)+-1*(d0x15), d1x94->1*(d0x6)+-1*(d0x7)+-1*(d0x11), d1x95->-1*(d0x7)+1*(d0x8)+-1*(d0x12), d1x96->1*(d0x6)+-1*(d0x7)+-1*(d0x13)+-1*(d0x15), d1x97->-1*(d0x6)+1*(d0x9)+1*(d0x15), d1x98->1*(d0x6)+-1*(d0x7)+-1*(d0x16), d1x99->-1*(d0x16), d1x100->-1*(d0x7)+1*(d0x8)+1*(d0x16), d1x101->-1*(d0x7)+1*(d0x9), d1x102->-2*(d0x14), d1x103->-1*(d0x14), d1x104->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x105->-1*(d0x14)+-1*(d0x16), d1x106->-1*(d0x15)+-1*(d0x17), d1x107->-1*(d0x15), d1x108->1*(d0x8)+-1*(d0x9)+-1*(d0x18), d1x109->-1*(d0x8)+1*(d0x9)+-1*(d0x15), d1x110->-1*(d0x16)+-1*(d0x19), d1x111->-1*(d0x8)+1*(d0x9)+-1*(d0x16)+-1*(d0x20), d1x112->-1*(d0x16)+-1*(d0x21), d1x113->-1*(d0x6)+-1*(d0x17), d1x114->-1*(d0x10), d1x115->-1*(d0x6)+1*(d0x10)+-1*(d0x17), d1x116->-1*(d0x10)+1*(d0x17), d1x117->-1*(d0x6)+1*(d0x10), d1x118->-1*(d0x7)+-1*(d0x18), d1x119->-1*(d0x7)+1*(d0x10)+-1*(d0x11)+-1*(d0x18), d1x120->-1*(d0x10)+1*(d0x12)+1*(d0x18), d1x121->-1*(d0x7)+1*(d0x10)+-1*(d0x13), d1x122->-1*(d0x14), d1x123->-1*(d0x8)+-1*(d0x11)+1*(d0x12), d1x124->-1*(d0x9)+-1*(d0x11)+1*(d0x12)+1*(d0x15), d1x125->-1*(d0x16), d1x126->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x127->-1*(d0x8)+1*(d0x12)+-1*(d0x13)+1*(d0x17), d1x128->-1*(d0x17), d1x129->-1*(d0x8)+1*(d0x17)+1*(d0x18), d1x130->-1*(d0x11)+1*(d0x13)+-1*(d0x18)+-1*(d0x19), d1x131->-1*(d0x9)+1*(d0x12)+-1*(d0x13)+1*(d0x18)+1*(d0x20), d1x132->-1*(d0x9)+1*(d0x18)+1*(d0x21), d1x133->-1*(d0x6)+-1*(d0x19), d1x134->1*(d0x7)+-1*(d0x10)+-1*(d0x20), d1x135->-1*(d0x11)+-1*(d0x19), d1x136->1*(d0x8)+-1*(d0x12)+-1*(d0x19), d1x137->-1*(d0x13)+-1*(d0x20), d1x138->-1*(d0x9)+-1*(d0x20), d1x139->-1*(d0x10)+-1*(d0x21), d1x140->-1*(d0x10), d1x141->-1*(d0x21), d1x142->-1*(d0x10)+1*(d0x21), d1x143->-1*(d0x14)+-1*(d0x19), d1x144->-1*(d0x19), d1x145->1*(d0x11)+-1*(d0x13)+-1*(d0x20), d1x146->-1*(d0x11)+1*(d0x15)+1*(d0x20), d1x147->-1*(d0x12)+1*(d0x16)+1*(d0x19), d1x148->-1*(d0x12)+1*(d0x20), d1x149->-1*(d0x11)+1*(d0x13)+-1*(d0x17), d1x150->-1*(d0x12)+1*(d0x18), d1x151->-1*(d0x19)+-1*(d0x21), d1x152->-1*(d0x13)+1*(d0x20)+1*(d0x21), d1x153->-2*(d0x21), d1x154->-1*(d0x14), d1x155->-1*(d0x14), d1x156->-1*(d0x14), d1x157->1*(d0x14)+-1*(d0x15)+-1*(d0x17), d1x158->-1*(d0x14)+1*(d0x15), d1x159->-1*(d0x15)+1*(d0x16)+-1*(d0x18), d1x160->1*(d0x14)+-1*(d0x16)+-1*(d0x19), d1x161->1*(d0x15)+-1*(d0x16)+-1*(d0x20), d1x162->-1*(d0x21), d1x163->1*(d0x14)+-1*(d0x16), d1x164->1*(d0x15)+-1*(d0x16), d1x165->-1*(d0x14), d1x166->-1*(d0x14)+1*(d0x17), d1x167->-1*(d0x17), d1x168->1*(d0x17)+-1*(d0x18)+-1*(d0x19), d1x169->-1*(d0x15)+-1*(d0x17)+1*(d0x18)+1*(d0x20), d1x170->-1*(d0x15)+1*(d0x21), d1x171->-1*(d0x16), d1x172->-1*(d0x16)+-1*(d0x17)+1*(d0x18), d1x173->-1*(d0x14), d1x174->-1*(d0x17)+1*(d0x19)+-1*(d0x20), d1x175->-1*(d0x15), d1x176->1*(d0x16)+-1*(d0x18)+1*(d0x19)+-1*(d0x20), d1x177->-1*(d0x21), d1x178->-1*(d0x17)+1*(d0x21), d1x179->-1*(d0x21), d1x180->1*(d0x19)+-1*(d0x21), d1x181->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x182->1*(d0x14)+-1*(d0x19), d1x183->-1*(d0x19), d1x184->-1*(d0x15)+-1*(d0x19)+1*(d0x20), d1x185->1*(d0x16)+-1*(d0x21), d1x186->1*(d0x17)+-1*(d0x19), d1x187->-1*(d0x18)+-1*(d0x20)+1*(d0x21), d1x188->-1*(d0x21), d1x189->-1*(d0x21)>; A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; A4:=RModule(Z,1071); f4:=hom A3|d4x1->-2*(d3x1)+1*(d3x2), d4x2->-1*(d3x1)+1*(d3x6)+-1*(d3x70), d4x3->1*(d3x2)+-1*(d3x5)+1*(d3x9)+1*(d3x12)+-1*(d3x88), d4x4->1*(d3x2)+-1*(d3x6)+-1*(d3x89), d4x5->1*(d3x3)+-1*(d3x7)+1*(d3x11)+2*(d3x14)+-1*(d3x90), d4x6->1*(d3x4)+-1*(d3x8)+1*(d3x13)+1*(d3x14)+-1*(d3x91), d4x7->1*(d3x5)+-1*(d3x6)+-1*(d3x16)+-1*(d3x18)+-1*(d3x184), d4x8->1*(d3x9)+1*(d3x12)+1*(d3x15)+1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x323), d4x9->1*(d3x9)+1*(d3x13)+1*(d3x16)+-1*(d3x25)+-1*(d3x324), d4x10->1*(d3x10)+1*(d3x11)+1*(d3x17)+1*(d3x23)+-1*(d3x26)+-1*(d3x325), d4x11->1*(d3x12)+1*(d3x13)+1*(d3x18)+1*(d3x25)+-1*(d3x326), d4x12->1*(d3x15)+1*(d3x16)+1*(d3x18)+1*(d3x28)+-1*(d3x29)+-1*(d3x30)+-1*(d3x403), d4x13->1*(d3x31)+-1*(d3x32)+-1*(d3x37)+1*(d3x50)+-1*(d3x490), d4x14->1*(d3x33)+-1*(d3x34)+-1*(d3x38)+1*(d3x54)+-1*(d3x504), d4x15->1*(d3x19)+-1*(d3x40)+-1*(d3x41)+-1*(d3x45)+1*(d3x52)+-1*(d3x590), d4x16->1*(d3x20)+-1*(d3x43)+-1*(d3x44)+-1*(d3x46)+1*(d3x63)+-1*(d3x608), d4x17->1*(d3x21)+1*(d3x22)+1*(d3x24)+-1*(d3x27)+1*(d3x48)+-1*(d3x50)+-1*(d3x649), d4x18->1*(d3x21)+1*(d3x23)+1*(d3x25)+-1*(d3x28)+-1*(d3x49)+-1*(d3x51)+-1*(d3x650), d4x19->1*(d3x22)+1*(d3x23)+1*(d3x26)+-1*(d3x29)+-1*(d3x49)+1*(d3x52)+-1*(d3x651), d4x20->1*(d3x24)+1*(d3x25)+1*(d3x26)+-1*(d3x30)+1*(d3x51)+1*(d3x52)+-1*(d3x652), d4x21->1*(d3x27)+-1*(d3x28)+1*(d3x29)+1*(d3x30)+-1*(d3x47)+-1*(d3x53)+-1*(d3x679), d4x22->1*(d3x34)+1*(d3x35)+1*(d3x36)+-1*(d3x54)+1*(d3x55)+-1*(d3x56)+-1*(d3x756), d4x23->1*(d3x35)+1*(d3x36)+1*(d3x37)+1*(d3x55)+1*(d3x57)+1*(d3x65)+-1*(d3x774), d4x24->1*(d3x31)+1*(d3x48)+-1*(d3x58)+1*(d3x65)+-1*(d3x831), d4x25->1*(d3x31)+1*(d3x51)+-1*(d3x59)+-1*(d3x66)+-1*(d3x832), d4x26->1*(d3x32)+1*(d3x53)+-1*(d3x59)+1*(d3x64)+-1*(d3x840), d4x27->1*(d3x33)+-1*(d3x70)+-1*(d3x857), d4x28->1*(d3x33)+-1*(d3x69)+-1*(d3x859), d4x29->1*(d3x34)+-1*(d3x61)+1*(d3x62)+-1*(d3x68)+-1*(d3x862), d4x30->1*(d3x35)+-1*(d3x44)+1*(d3x45)+-1*(d3x62)+1*(d3x66)+1*(d3x67)+-1*(d3x866), d4x31->1*(d3x36)+1*(d3x44)+-1*(d3x45)+1*(d3x63)+-1*(d3x71)+1*(d3x74)+-1*(d3x873), d4x32->1*(d3x37)+-1*(d3x64)+-1*(d3x66)+1*(d3x76)+-1*(d3x881), d4x33->1*(d3x38)+1*(d3x68)+-1*(d3x69)+1*(d3x77)+-1*(d3x887), d4x34->1*(d3x39)+1*(d3x40)+1*(d3x49)+1*(d3x72)+-1*(d3x74)+-1*(d3x910), d4x35->1*(d3x42)+1*(d3x43)+2*(d3x73)+-1*(d3x75)+-1*(d3x931), d4x36->1*(d3x47)+1*(d3x48)+1*(d3x51)+-1*(d3x76)+-1*(d3x967), d4x37->1*(d3x50)+-1*(d3x51)+-1*(d3x53)+-1*(d3x76)+-1*(d3x968), d4x38->1*(d3x54)+-1*(d3x61)+-1*(d3x62)+-1*(d3x77)+-1*(d3x1031), d4x39->1*(d3x55)+1*(d3x62)+1*(d3x63)+1*(d3x66)+1*(d3x74)+-1*(d3x78)+-1*(d3x1039), d4x40->1*(d3x56)+-1*(d3x67)+-1*(d3x68)+1*(d3x71)+-1*(d3x77)+1*(d3x78)+-1*(d3x1048), d4x41->1*(d3x57)+1*(d3x64)+1*(d3x67)+-1*(d3x71)+-1*(d3x78)+1*(d3x79)+-1*(d3x1051), d4x42->-1*(d3x47)+1*(d3x58)+-1*(d3x59)+-1*(d3x79)+-1*(d3x1057), d4x43->1*(d3x60)+1*(d3x61)+1*(d3x73)+-1*(d3x80)+-1*(d3x1077), d4x44->1*(d3x65)+1*(d3x66)+1*(d3x76)+1*(d3x79)+-1*(d3x1089), d4x45->1*(d3x69)+-1*(d3x70)+-1*(d3x1097), d4x46->-1*(d3x1)+1*(d3x81), d4x47->-1*(d3x1)+1*(d3x85), d4x48->-1*(d3x1)+1*(d3x70)+1*(d3x89), d4x49->0, d4x50->-1*(d3x92)+2*(d3x94), d4x51->-1*(d3x93)+1*(d3x94), d4x52->1*(d3x81)+-1*(d3x84)+1*(d3x95)+1*(d3x98), d4x53->1*(d3x81)+-1*(d3x85), d4x54->1*(d3x82)+-1*(d3x86)+1*(d3x97)+2*(d3x100), d4x55->1*(d3x83)+-1*(d3x87)+1*(d3x99)+1*(d3x100), d4x56->-1*(d3x5)+1*(d3x58)+1*(d3x84)+-1*(d3x101)+1*(d3x107)+-1*(d3x182), d4x57->-1*(d3x6)+1*(d3x59)+1*(d3x84)+-1*(d3x102)+-1*(d3x108)+-1*(d3x183), d4x58->-1*(d3x6)+1*(d3x69)+1*(d3x85)+-1*(d3x194), d4x59->-1*(d3x7)+1*(d3x75)+1*(d3x86)+-1*(d3x106)+2*(d3x110)+-1*(d3x209), d4x60->-1*(d3x8)+1*(d3x80)+1*(d3x87)+-1*(d3x109)+1*(d3x110)+-1*(d3x223), d4x61->1*(d3x5)+-1*(d3x58)+-1*(d3x88)+1*(d3x111)+1*(d3x117)+-1*(d3x280), d4x62->1*(d3x6)+-1*(d3x59)+-1*(d3x88)+1*(d3x112)+1*(d3x118)+-1*(d3x288), d4x63->1*(d3x6)+-1*(d3x69)+-1*(d3x89)+-1*(d3x293), d4x64->1*(d3x7)+-1*(d3x75)+-1*(d3x90)+1*(d3x116)+2*(d3x120)+-1*(d3x297), d4x65->1*(d3x8)+-1*(d3x80)+-1*(d3x91)+1*(d3x119)+1*(d3x120)+-1*(d3x302), d4x66->-1*(d3x93)+-1*(d3x95)+1*(d3x122)+-1*(d3x303), d4x67->-1*(d3x92)+-1*(d3x96)+1*(d3x121)+1*(d3x123)+-1*(d3x304), d4x68->-1*(d3x92)+-1*(d3x97)+2*(d3x124)+-1*(d3x305), d4x69->-1*(d3x93)+-1*(d3x98)+1*(d3x122)+-1*(d3x306), d4x70->-1*(d3x93)+-1*(d3x99)+1*(d3x124)+-1*(d3x307), d4x71->-1*(d3x94)+-1*(d3x100)+1*(d3x124)+-1*(d3x308), d4x72->-1*(d3x95)+-1*(d3x98)+-1*(d3x125)+-1*(d3x126)+1*(d3x128)+-1*(d3x309), d4x73->-1*(d3x95)+-1*(d3x99)+1*(d3x129)+-1*(d3x310), d4x74->-1*(d3x96)+-1*(d3x97)+-1*(d3x127)+1*(d3x130)+-1*(d3x311), d4x75->-1*(d3x98)+-1*(d3x99)+-1*(d3x129)+-1*(d3x312), d4x76->-1*(d3x16)+1*(d3x47)+-1*(d3x101)+-1*(d3x102)+1*(d3x137)+-1*(d3x383), d4x77->-1*(d3x15)+1*(d3x57)+-1*(d3x103)+-1*(d3x107)+1*(d3x132)+-1*(d3x134)+1*(d3x138)+-1*(d3x402), d4x78->-1*(d3x16)+1*(d3x67)+-1*(d3x103)+-1*(d3x108)+1*(d3x135)+1*(d3x136)+1*(d3x139)+-1*(d3x414), d4x79->-1*(d3x17)+1*(d3x72)+-1*(d3x104)+-1*(d3x105)+1*(d3x131)+1*(d3x140)+-1*(d3x416), d4x80->-1*(d3x18)+1*(d3x79)+-1*(d3x107)+-1*(d3x108)+1*(d3x137)+-1*(d3x429), d4x81->1*(d3x16)+-1*(d3x47)+-1*(d3x111)+1*(d3x112)+1*(d3x147)+-1*(d3x487), d4x82->1*(d3x15)+-1*(d3x57)+1*(d3x113)+-1*(d3x117)+-1*(d3x142)+-1*(d3x144)+1*(d3x148)+-1*(d3x512), d4x83->1*(d3x16)+-1*(d3x67)+-1*(d3x113)+1*(d3x118)+-1*(d3x145)+-1*(d3x146)+1*(d3x149)+-1*(d3x520), d4x84->1*(d3x17)+-1*(d3x72)+-1*(d3x114)+1*(d3x115)+-1*(d3x141)+1*(d3x150)+-1*(d3x524), d4x85->1*(d3x18)+-1*(d3x79)+-1*(d3x117)+1*(d3x118)+-1*(d3x147)+-1*(d3x545), d4x86->1*(d3x151)+1*(d3x152)+-1*(d3x157)+-1*(d3x163)+-1*(d3x585), d4x87->1*(d3x155)+-1*(d3x156)+1*(d3x158)+-1*(d3x187)+-1*(d3x606), d4x88->1*(d3x121)+-1*(d3x122)+1*(d3x125)+-1*(d3x161)+1*(d3x162)+-1*(d3x619), d4x89->1*(d3x121)+-1*(d3x123)+1*(d3x126)+-1*(d3x161)+-1*(d3x163)+-1*(d3x620), d4x90->-1*(d3x121)+1*(d3x124)+1*(d3x127)+1*(d3x164)+-1*(d3x621), d4x91->1*(d3x122)+-1*(d3x123)+1*(d3x128)+-1*(d3x162)+-1*(d3x163)+-1*(d3x622), d4x92->-1*(d3x122)+1*(d3x124)+1*(d3x129)+-1*(d3x623), d4x93->-1*(d3x123)+1*(d3x124)+1*(d3x130)+-1*(d3x164)+-1*(d3x624), d4x94->1*(d3x125)+1*(d3x126)+-1*(d3x128)+1*(d3x159)+1*(d3x165)+-1*(d3x625), d4x95->-1*(d3x125)+1*(d3x127)+1*(d3x129)+-1*(d3x160)+-1*(d3x166)+-1*(d3x626), d4x96->-1*(d3x126)+1*(d3x127)+1*(d3x130)+-1*(d3x160)+1*(d3x167)+-1*(d3x627), d4x97->-1*(d3x128)+1*(d3x129)+1*(d3x130)+1*(d3x166)+1*(d3x167)+-1*(d3x628), d4x98->-1*(d3x27)+1*(d3x56)+1*(d3x133)+1*(d3x134)+-1*(d3x138)+-1*(d3x168)+1*(d3x171)+-1*(d3x678), d4x99->-1*(d3x28)+1*(d3x64)+-1*(d3x132)+1*(d3x135)+1*(d3x137)+1*(d3x169)+1*(d3x172)+-1*(d3x694), d4x100->-1*(d3x28)+1*(d3x68)+-1*(d3x133)+1*(d3x136)+1*(d3x139)+1*(d3x170)+-1*(d3x173)+-1*(d3x699), d4x101->-1*(d3x29)+1*(d3x71)+-1*(d3x134)+1*(d3x136)+1*(d3x140)+1*(d3x169)+1*(d3x174)+-1*(d3x700), d4x102->-1*(d3x30)+1*(d3x78)+-1*(d3x138)+1*(d3x139)+1*(d3x140)+-1*(d3x172)+1*(d3x174)+-1*(d3x718), d4x103->1*(d3x27)+-1*(d3x56)+-1*(d3x143)+1*(d3x144)+-1*(d3x148)+1*(d3x175)+1*(d3x178)+-1*(d3x762), d4x104->1*(d3x28)+-1*(d3x64)+-1*(d3x142)+-1*(d3x145)+1*(d3x147)+-1*(d3x176)+-1*(d3x179)+-1*(d3x772), d4x105->1*(d3x28)+-1*(d3x68)+-1*(d3x143)+-1*(d3x146)+1*(d3x149)+-1*(d3x177)+1*(d3x180)+-1*(d3x777), d4x106->1*(d3x29)+-1*(d3x71)+-1*(d3x144)+-1*(d3x146)+1*(d3x150)+-1*(d3x176)+1*(d3x181)+-1*(d3x779), d4x107->1*(d3x30)+-1*(d3x78)+-1*(d3x148)+-1*(d3x149)+1*(d3x150)+1*(d3x179)+1*(d3x181)+-1*(d3x796), d4x108->-1*(d3x162)+1*(d3x182)+1*(d3x189)+-1*(d3x823), d4x109->-1*(d3x165)+1*(d3x182)+-1*(d3x188)+-1*(d3x824), d4x110->-1*(d3x32)+1*(d3x38)+-1*(d3x171)+1*(d3x183)+1*(d3x190)+-1*(d3x839), d4x111->1*(d3x32)+-1*(d3x38)+-1*(d3x178)+-1*(d3x184)+-1*(d3x191)+-1*(d3x849), d4x112->1*(d3x194)+-1*(d3x858), d4x113->1*(d3x185)+-1*(d3x186)+1*(d3x193)+-1*(d3x860), d4x114->-1*(d3x156)+1*(d3x157)+1*(d3x186)+-1*(d3x189)+-1*(d3x192)+-1*(d3x863), d4x115->1*(d3x156)+-1*(d3x157)+-1*(d3x187)+1*(d3x195)+-1*(d3x203)+-1*(d3x870), d4x116->1*(d3x188)+1*(d3x189)+-1*(d3x211)+-1*(d3x874), d4x117->-1*(d3x193)+1*(d3x194)+-1*(d3x215)+-1*(d3x886), d4x118->-1*(d3x151)+1*(d3x161)+-1*(d3x196)+1*(d3x203)+-1*(d3x905), d4x119->-1*(d3x151)+1*(d3x164)+-1*(d3x197)+1*(d3x204)+-1*(d3x906), d4x120->-1*(d3x152)+1*(d3x167)+-1*(d3x197)+-1*(d3x202)+-1*(d3x907), d4x121->-1*(d3x41)+1*(d3x46)+-1*(d3x153)+1*(d3x174)+-1*(d3x198)+1*(d3x205)+-1*(d3x917), d4x122->1*(d3x41)+-1*(d3x46)+-1*(d3x154)+1*(d3x181)+1*(d3x199)+-1*(d3x206)+-1*(d3x925), d4x123->-1*(d3x155)+2*(d3x200)+1*(d3x209)+-1*(d3x930), d4x124->-1*(d3x155)+2*(d3x201)+-1*(d3x208)+-1*(d3x932), d4x125->-1*(d3x156)+1*(d3x201)+1*(d3x204)+1*(d3x207)+-1*(d3x933), d4x126->-1*(d3x157)+1*(d3x202)+1*(d3x204)+1*(d3x212)+-1*(d3x934), d4x127->-1*(d3x158)+-1*(d3x207)+-1*(d3x208)+1*(d3x224)+-1*(d3x938), d4x128->-1*(d3x159)+-1*(d3x166)+1*(d3x210)+-1*(d3x939), d4x129->-1*(d3x159)+-1*(d3x162)+1*(d3x211)+-1*(d3x940), d4x130->1*(d3x160)+-1*(d3x161)+1*(d3x164)+1*(d3x212)+-1*(d3x941), d4x131->1*(d3x162)+1*(d3x165)+-1*(d3x211)+-1*(d3x942), d4x132->-1*(d3x162)+-1*(d3x166)+1*(d3x212)+-1*(d3x943), d4x133->-1*(d3x163)+1*(d3x164)+1*(d3x167)+-1*(d3x212)+-1*(d3x944), d4x134->-1*(d3x165)+-1*(d3x166)+-1*(d3x210)+-1*(d3x945), d4x135->-1*(d3x47)+1*(d3x67)+-1*(d3x168)+1*(d3x169)+1*(d3x170)+1*(d3x172)+1*(d3x213)+-1*(d3x958), d4x136->-1*(d3x53)+1*(d3x77)+-1*(d3x171)+-1*(d3x173)+1*(d3x213)+-1*(d3x979), d4x137->1*(d3x47)+-1*(d3x67)+-1*(d3x175)+-1*(d3x176)+-1*(d3x177)+-1*(d3x179)+1*(d3x214)+-1*(d3x998), d4x138->1*(d3x53)+-1*(d3x77)+-1*(d3x178)+1*(d3x180)+-1*(d3x214)+-1*(d3x1015), d4x139->1*(d3x185)+-1*(d3x186)+1*(d3x215)+-1*(d3x1029), d4x140->1*(d3x186)+-1*(d3x187)+-1*(d3x189)+-1*(d3x203)+1*(d3x216)+-1*(d3x1036), d4x141->1*(d3x192)+1*(d3x193)+1*(d3x195)+1*(d3x215)+-1*(d3x216)+-1*(d3x1047), d4x142->-1*(d3x188)+-1*(d3x192)+-1*(d3x195)+1*(d3x216)+-1*(d3x217)+-1*(d3x1050), d4x143->1*(d3x159)+1*(d3x182)+1*(d3x217)+-1*(d3x1055), d4x144->1*(d3x166)+1*(d3x182)+-1*(d3x218)+-1*(d3x1056), d4x145->-1*(d3x59)+1*(d3x69)+1*(d3x173)+1*(d3x183)+1*(d3x219)+-1*(d3x1067), d4x146->1*(d3x59)+-1*(d3x69)+-1*(d3x180)+-1*(d3x184)+-1*(d3x220)+-1*(d3x1072), d4x147->-1*(d3x185)+1*(d3x200)+1*(d3x223)+-1*(d3x1076), d4x148->-1*(d3x185)+1*(d3x201)+-1*(d3x222)+-1*(d3x1078), d4x149->-1*(d3x186)+1*(d3x201)+1*(d3x221)+-1*(d3x1079), d4x150->-1*(d3x187)+1*(d3x201)+-1*(d3x204)+1*(d3x224)+-1*(d3x1081), d4x151->-1*(d3x188)+1*(d3x210)+-1*(d3x218)+-1*(d3x1082), d4x152->-1*(d3x189)+1*(d3x211)+-1*(d3x217)+-1*(d3x1083), d4x153->-1*(d3x189)+1*(d3x212)+-1*(d3x218)+-1*(d3x1084), d4x154->-1*(d3x64)+1*(d3x68)+-1*(d3x190)+1*(d3x213)+-1*(d3x219)+-1*(d3x1087), d4x155->1*(d3x64)+-1*(d3x68)+-1*(d3x191)+1*(d3x214)+1*(d3x220)+-1*(d3x1092), d4x156->-1*(d3x192)+-1*(d3x202)+1*(d3x207)+-1*(d3x218)+1*(d3x221)+-1*(d3x1094), d4x157->-1*(d3x193)+1*(d3x221)+-1*(d3x222)+-1*(d3x1095), d4x158->1*(d3x194)+-1*(d3x1096), d4x159->1*(d3x194)+-1*(d3x1097), d4x160->-1*(d3x195)+-1*(d3x202)+1*(d3x207)+1*(d3x224)+1*(d3x225)+-1*(d3x1098), d4x161->-1*(d3x160)+-1*(d3x196)+-1*(d3x197)+1*(d3x225)+-1*(d3x1099), d4x162->-1*(d3x200)+1*(d3x201)+-1*(d3x226)+-1*(d3x1108), d4x163->-1*(d3x203)+1*(d3x204)+-1*(d3x212)+1*(d3x225)+-1*(d3x1109), d4x164->1*(d3x208)+1*(d3x209)+2*(d3x226)+-1*(d3x1113), d4x165->1*(d3x210)+-1*(d3x211)+1*(d3x212)+-1*(d3x1114), d4x166->-1*(d3x215)+-1*(d3x221)+-1*(d3x222)+-1*(d3x1128), d4x167->-1*(d3x216)+1*(d3x218)+1*(d3x221)+1*(d3x224)+1*(d3x225)+-1*(d3x1129), d4x168->-1*(d3x210)+-1*(d3x217)+-1*(d3x218)+-1*(d3x1130), d4x169->1*(d3x222)+1*(d3x223)+1*(d3x226)+-1*(d3x1134), d4x170->-1*(d3x1)+1*(d3x227), d4x171->-1*(d3x2)+2*(d3x227), d4x172->-1*(d3x3)+2*(d3x228)+-1*(d3x233)+2*(d3x235), d4x173->-1*(d3x4)+2*(d3x229)+-1*(d3x234)+1*(d3x235), d4x174->-1*(d3x2)+2*(d3x230)+-1*(d3x236)+1*(d3x238), d4x175->-1*(d3x5)+1*(d3x230)+1*(d3x240)+1*(d3x242)+1*(d3x290), d4x176->-1*(d3x50)+1*(d3x243)+1*(d3x244)+-1*(d3x249)+1*(d3x388), d4x177->-1*(d3x54)+1*(d3x245)+-1*(d3x246)+1*(d3x250)+1*(d3x393), d4x178->-1*(d3x12)+-1*(d3x236)+-1*(d3x239)+1*(d3x251)+-1*(d3x252)+1*(d3x254)+1*(d3x443), d4x179->-1*(d3x9)+-1*(d3x236)+-1*(d3x240)+1*(d3x255)+1*(d3x444), d4x180->-1*(d3x10)+-1*(d3x237)+-1*(d3x241)+1*(d3x253)+1*(d3x256)+1*(d3x445), d4x181->-1*(d3x12)+-1*(d3x238)+-1*(d3x242)+1*(d3x255)+1*(d3x446), d4x182->-1*(d3x15)+-1*(d3x239)+-1*(d3x240)+-1*(d3x258)+-1*(d3x259)+1*(d3x260)+1*(d3x499), d4x183->-1*(d3x19)+-1*(d3x231)+1*(d3x261)+1*(d3x262)+-1*(d3x265)+1*(d3x553), d4x184->-1*(d3x20)+-1*(d3x232)+1*(d3x263)+-1*(d3x264)+1*(d3x266)+1*(d3x554), d4x185->-1*(d3x55)+1*(d3x246)+-1*(d3x247)+-1*(d3x248)+-1*(d3x269)+1*(d3x271)+1*(d3x673), d4x186->-1*(d3x65)+-1*(d3x247)+-1*(d3x248)+1*(d3x249)+1*(d3x270)+-1*(d3x272)+1*(d3x696), d4x187->-1*(d3x24)+1*(d3x251)+-1*(d3x252)+1*(d3x257)+-1*(d3x274)+-1*(d3x276)+1*(d3x741), d4x188->-1*(d3x21)+-1*(d3x251)+1*(d3x253)+1*(d3x258)+-1*(d3x275)+1*(d3x277)+1*(d3x742), d4x189->-1*(d3x22)+-1*(d3x252)+1*(d3x253)+1*(d3x259)+-1*(d3x275)+-1*(d3x278)+1*(d3x743), d4x190->-1*(d3x24)+-1*(d3x254)+1*(d3x255)+1*(d3x260)+-1*(d3x277)+-1*(d3x278)+1*(d3x744), d4x191->-1*(d3x27)+-1*(d3x257)+1*(d3x258)+1*(d3x259)+1*(d3x273)+1*(d3x279)+1*(d3x749), d4x192->-1*(d3x31)+-1*(d3x243)+1*(d3x280)+1*(d3x285)+1*(d3x801), d4x193->-1*(d3x32)+-1*(d3x244)+1*(d3x280)+-1*(d3x284)+1*(d3x802), d4x194->-1*(d3x33)+-1*(d3x245)+1*(d3x281)+1*(d3x288)+1*(d3x803), d4x195->-1*(d3x34)+-1*(d3x246)+1*(d3x281)+1*(d3x287)+1*(d3x804), d4x196->-1*(d3x35)+-1*(d3x247)+-1*(d3x264)+1*(d3x265)+1*(d3x282)+-1*(d3x286)+1*(d3x805), d4x197->-1*(d3x36)+-1*(d3x248)+1*(d3x264)+-1*(d3x265)+-1*(d3x283)+1*(d3x289)+1*(d3x806), d4x198->-1*(d3x37)+-1*(d3x249)+1*(d3x284)+1*(d3x285)+1*(d3x807), d4x199->-1*(d3x38)+-1*(d3x250)+-1*(d3x287)+1*(d3x288)+1*(d3x808), d4x200->-1*(d3x31)+-1*(d3x274)+1*(d3x290)+1*(d3x292)+1*(d3x848), d4x201->-1*(d3x33)+1*(d3x293)+1*(d3x856), d4x202->-1*(d3x39)+-1*(d3x267)+1*(d3x275)+-1*(d3x294)+1*(d3x296)+1*(d3x922), d4x203->-1*(d3x42)+-1*(d3x268)+2*(d3x295)+1*(d3x297)+1*(d3x929), d4x204->-1*(d3x48)+-1*(d3x273)+-1*(d3x274)+1*(d3x298)+1*(d3x1007), d4x205->-1*(d3x50)+-1*(d3x276)+1*(d3x277)+1*(d3x278)+1*(d3x279)+-1*(d3x298)+1*(d3x1008), d4x206->-1*(d3x54)+-1*(d3x269)+1*(d3x281)+-1*(d3x282)+1*(d3x283)+1*(d3x299)+1*(d3x1022), d4x207->-1*(d3x55)+-1*(d3x270)+1*(d3x282)+-1*(d3x283)+-1*(d3x285)+1*(d3x300)+1*(d3x1023), d4x208->-1*(d3x56)+-1*(d3x271)+1*(d3x286)+1*(d3x287)+1*(d3x289)+1*(d3x299)+1*(d3x1024), d4x209->-1*(d3x57)+-1*(d3x272)+-1*(d3x284)+-1*(d3x286)+-1*(d3x289)+1*(d3x300)+1*(d3x1025), d4x210->-1*(d3x58)+1*(d3x273)+1*(d3x290)+1*(d3x301)+1*(d3x1069), d4x211->-1*(d3x60)+-1*(d3x291)+1*(d3x295)+1*(d3x302)+1*(d3x1075), d4x212->-1*(d3x65)+-1*(d3x292)+1*(d3x298)+-1*(d3x301)+1*(d3x1093), d4x213->-1*(d3x70)+1*(d3x293)+1*(d3x1097), d4x214->1*(d3x81)+-1*(d3x84)+1*(d3x303)+1*(d3x306), d4x215->1*(d3x81)+-1*(d3x85), d4x216->1*(d3x82)+-1*(d3x86)+1*(d3x305)+2*(d3x308), d4x217->1*(d3x83)+-1*(d3x87)+1*(d3x307)+1*(d3x308), d4x218->1*(d3x84)+-1*(d3x85)+-1*(d3x310)+-1*(d3x312), d4x219->1*(d3x84)+-1*(d3x88)+-1*(d3x182)+-1*(d3x280)+1*(d3x313)+1*(d3x319), d4x220->1*(d3x85)+-1*(d3x88)+-1*(d3x183)+-1*(d3x288)+1*(d3x314)+1*(d3x320), d4x221->1*(d3x85)+-1*(d3x89)+-1*(d3x194)+-1*(d3x293), d4x222->1*(d3x86)+-1*(d3x90)+-1*(d3x209)+-1*(d3x297)+1*(d3x318)+2*(d3x322), d4x223->1*(d3x87)+-1*(d3x91)+-1*(d3x223)+-1*(d3x302)+1*(d3x321)+1*(d3x322), d4x224->-1*(d3x88)+1*(d3x89)+-1*(d3x184)+1*(d3x324)+1*(d3x326), d4x225->1*(d3x95)+1*(d3x101)+1*(d3x111)+1*(d3x303)+-1*(d3x313)+1*(d3x331), d4x226->1*(d3x99)+1*(d3x102)+1*(d3x112)+1*(d3x303)+-1*(d3x314)+-1*(d3x332), d4x227->1*(d3x95)+1*(d3x103)+1*(d3x113)+1*(d3x306)+-1*(d3x315)+1*(d3x329)+1*(d3x330)+1*(d3x333), d4x228->1*(d3x96)+1*(d3x104)+1*(d3x114)+1*(d3x304)+-1*(d3x316)+1*(d3x327)+1*(d3x334), d4x229->1*(d3x97)+1*(d3x105)+1*(d3x115)+1*(d3x304)+-1*(d3x317)+1*(d3x328)+-1*(d3x335), d4x230->1*(d3x97)+1*(d3x106)+1*(d3x116)+1*(d3x305)+-1*(d3x318)+2*(d3x336), d4x231->1*(d3x98)+1*(d3x107)+1*(d3x117)+1*(d3x306)+-1*(d3x319)+1*(d3x331), d4x232->1*(d3x99)+1*(d3x108)+1*(d3x118)+1*(d3x306)+-1*(d3x320)+1*(d3x332), d4x233->1*(d3x99)+1*(d3x109)+1*(d3x119)+1*(d3x307)+-1*(d3x321)+1*(d3x336), d4x234->1*(d3x100)+1*(d3x110)+1*(d3x120)+1*(d3x308)+-1*(d3x322)+1*(d3x336), d4x235->1*(d3x101)+1*(d3x103)+1*(d3x168)+1*(d3x309)+1*(d3x337)+-1*(d3x338)+1*(d3x343)+-1*(d3x382), d4x236->1*(d3x102)+1*(d3x108)+1*(d3x172)+1*(d3x309)+1*(d3x339)+-1*(d3x340)+-1*(d3x344)+-1*(d3x391), d4x237->1*(d3x102)+1*(d3x109)+1*(d3x180)+1*(d3x310)+1*(d3x345)+-1*(d3x404), d4x238->1*(d3x105)+1*(d3x106)+1*(d3x199)+1*(d3x311)+1*(d3x341)+1*(d3x346)+-1*(d3x417), d4x239->1*(d3x108)+1*(d3x109)+1*(d3x220)+1*(d3x312)+1*(d3x345)+-1*(d3x430), d4x240->1*(d3x101)+1*(d3x111)+1*(d3x159)+-1*(d3x313)+1*(d3x357)+-1*(d3x485), d4x241->1*(d3x102)+1*(d3x112)+1*(d3x166)+-1*(d3x313)+1*(d3x358)+-1*(d3x486), d4x242->1*(d3x109)+1*(d3x112)+1*(d3x173)+-1*(d3x314)+1*(d3x359)+-1*(d3x497), d4x243->1*(d3x101)+1*(d3x113)+1*(d3x175)+-1*(d3x315)+-1*(d3x350)+-1*(d3x351)+1*(d3x360)+-1*(d3x507), d4x244->1*(d3x102)+1*(d3x118)+1*(d3x179)+-1*(d3x315)+-1*(d3x352)+-1*(d3x353)+1*(d3x361)+-1*(d3x513), d4x245->1*(d3x103)+1*(d3x113)+1*(d3x192)+-1*(d3x319)+-1*(d3x354)+-1*(d3x356)+1*(d3x362)+-1*(d3x519), d4x246->1*(d3x104)+1*(d3x114)+1*(d3x196)+-1*(d3x316)+-1*(d3x347)+1*(d3x363)+-1*(d3x522), d4x247->1*(d3x105)+1*(d3x115)+1*(d3x197)+-1*(d3x316)+-1*(d3x348)+1*(d3x364)+-1*(d3x523), d4x248->1*(d3x106)+1*(d3x115)+1*(d3x198)+-1*(d3x317)+-1*(d3x349)+1*(d3x365)+-1*(d3x531), d4x249->1*(d3x106)+1*(d3x116)+1*(d3x208)+-1*(d3x318)+-2*(d3x366)+-1*(d3x535), d4x250->1*(d3x107)+1*(d3x117)+1*(d3x217)+-1*(d3x319)+-1*(d3x357)+-1*(d3x543), d4x251->1*(d3x108)+1*(d3x118)+1*(d3x218)+-1*(d3x319)+-1*(d3x358)+-1*(d3x544), d4x252->1*(d3x109)+1*(d3x118)+1*(d3x219)+-1*(d3x320)+-1*(d3x359)+-1*(d3x547), d4x253->1*(d3x109)+1*(d3x119)+1*(d3x222)+-1*(d3x321)+-1*(d3x366)+-1*(d3x550), d4x254->1*(d3x110)+1*(d3x120)+1*(d3x226)+-1*(d3x322)+-1*(d3x366)+-1*(d3x552), d4x255->1*(d3x111)+1*(d3x113)+1*(d3x168)+-1*(d3x323)+1*(d3x367)+1*(d3x368)+1*(d3x373)+-1*(d3x586), d4x256->1*(d3x112)+1*(d3x118)+1*(d3x172)+-1*(d3x323)+1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x596), d4x257->1*(d3x112)+1*(d3x119)+1*(d3x180)+-1*(d3x324)+-1*(d3x375)+-1*(d3x602), d4x258->1*(d3x115)+1*(d3x116)+1*(d3x199)+-1*(d3x325)+1*(d3x371)+-1*(d3x376)+-1*(d3x613), d4x259->1*(d3x118)+1*(d3x119)+1*(d3x220)+-1*(d3x326)+1*(d3x375)+-1*(d3x618), d4x260->1*(d3x127)+1*(d3x131)+1*(d3x141)+1*(d3x327)+1*(d3x328)+-1*(d3x381)+-1*(d3x629), d4x261->1*(d3x125)+1*(d3x132)+1*(d3x142)+1*(d3x329)+1*(d3x331)+1*(d3x378)+-1*(d3x382)+-1*(d3x630), d4x262->1*(d3x125)+1*(d3x133)+1*(d3x143)+1*(d3x330)+1*(d3x333)+1*(d3x379)+1*(d3x383)+-1*(d3x631), d4x263->1*(d3x126)+1*(d3x134)+1*(d3x144)+1*(d3x330)+1*(d3x334)+1*(d3x378)+1*(d3x384)+-1*(d3x632), d4x264->1*(d3x127)+1*(d3x135)+1*(d3x145)+1*(d3x329)+1*(d3x332)+-1*(d3x380)+-1*(d3x385)+-1*(d3x633), d4x265->1*(d3x127)+1*(d3x136)+1*(d3x146)+1*(d3x330)+1*(d3x335)+-1*(d3x380)+1*(d3x386)+-1*(d3x634), d4x266->1*(d3x129)+1*(d3x137)+1*(d3x147)+1*(d3x331)+1*(d3x332)+-1*(d3x635), d4x267->1*(d3x128)+1*(d3x138)+1*(d3x148)+1*(d3x333)+1*(d3x334)+1*(d3x382)+1*(d3x384)+-1*(d3x636), d4x268->1*(d3x129)+1*(d3x139)+1*(d3x149)+1*(d3x333)+1*(d3x335)+1*(d3x385)+1*(d3x386)+-1*(d3x637), d4x269->1*(d3x130)+1*(d3x140)+1*(d3x150)+1*(d3x334)+1*(d3x335)+1*(d3x381)+-1*(d3x638), d4x270->1*(d3x131)+1*(d3x135)+1*(d3x169)+1*(d3x337)+1*(d3x339)+-1*(d3x377)+-1*(d3x389)+-1*(d3x661), d4x271->1*(d3x131)+1*(d3x136)+1*(d3x170)+1*(d3x338)+1*(d3x340)+-1*(d3x377)+-1*(d3x390)+-1*(d3x664), d4x272->1*(d3x132)+1*(d3x133)+1*(d3x190)+1*(d3x342)+1*(d3x343)+1*(d3x387)+-1*(d3x391)+-1*(d3x693), d4x273->1*(d3x135)+1*(d3x136)+1*(d3x205)+1*(d3x342)+1*(d3x344)+1*(d3x388)+-1*(d3x392)+-1*(d3x705), d4x274->1*(d3x137)+1*(d3x139)+1*(d3x213)+1*(d3x343)+1*(d3x344)+1*(d3x389)+-1*(d3x390)+-1*(d3x710), d4x275->1*(d3x131)+1*(d3x141)+1*(d3x160)+1*(d3x347)+-1*(d3x348)+1*(d3x399)+-1*(d3x745), d4x276->1*(d3x131)+1*(d3x145)+1*(d3x176)+1*(d3x350)+-1*(d3x352)+-1*(d3x393)+1*(d3x400)+-1*(d3x755), d4x277->1*(d3x131)+1*(d3x146)+1*(d3x177)+1*(d3x351)+-1*(d3x353)+-1*(d3x393)+-1*(d3x401)+-1*(d3x759), d4x278->1*(d3x132)+1*(d3x142)+1*(d3x188)+-1*(d3x354)+1*(d3x357)+-1*(d3x394)+1*(d3x402)+-1*(d3x771), d4x279->1*(d3x132)+1*(d3x143)+1*(d3x191)+-1*(d3x355)+1*(d3x360)+-1*(d3x395)+-1*(d3x403)+-1*(d3x775), d4x280->1*(d3x133)+1*(d3x143)+1*(d3x193)+-1*(d3x356)+1*(d3x362)+-1*(d3x396)+-1*(d3x404)+-1*(d3x776), d4x281->1*(d3x134)+1*(d3x144)+1*(d3x195)+-1*(d3x356)+1*(d3x363)+-1*(d3x394)+1*(d3x405)+-1*(d3x778), d4x282->1*(d3x135)+1*(d3x145)+1*(d3x202)+1*(d3x354)+-1*(d3x358)+1*(d3x397)+1*(d3x406)+-1*(d3x784), d4x283->1*(d3x135)+1*(d3x146)+1*(d3x206)+1*(d3x355)+-1*(d3x361)+1*(d3x398)+-1*(d3x407)+-1*(d3x786), d4x284->1*(d3x136)+1*(d3x146)+1*(d3x207)+1*(d3x356)+-1*(d3x364)+1*(d3x397)+-1*(d3x408)+-1*(d3x787), d4x285->1*(d3x137)+1*(d3x147)+1*(d3x210)+1*(d3x357)+-1*(d3x358)+-1*(d3x788), d4x286->1*(d3x137)+1*(d3x149)+1*(d3x214)+1*(d3x360)+-1*(d3x361)+-1*(d3x400)+-1*(d3x401)+-1*(d3x792), d4x287->1*(d3x138)+1*(d3x148)+1*(d3x216)+-1*(d3x362)+1*(d3x363)+-1*(d3x402)+1*(d3x405)+-1*(d3x795), d4x288->1*(d3x139)+1*(d3x149)+1*(d3x221)+1*(d3x362)+-1*(d3x364)+-1*(d3x406)+-1*(d3x408)+-1*(d3x798), d4x289->1*(d3x140)+1*(d3x150)+1*(d3x225)+1*(d3x363)+-1*(d3x364)+-1*(d3x399)+-1*(d3x799), d4x290->1*(d3x141)+1*(d3x145)+1*(d3x169)+1*(d3x367)+-1*(d3x369)+-1*(d3x409)+-1*(d3x412)+-1*(d3x829), d4x291->1*(d3x141)+1*(d3x146)+1*(d3x170)+1*(d3x368)+-1*(d3x370)+-1*(d3x409)+1*(d3x413)+-1*(d3x830), d4x292->1*(d3x142)+1*(d3x143)+1*(d3x190)+-1*(d3x372)+1*(d3x373)+1*(d3x410)+1*(d3x414)+-1*(d3x864), d4x293->1*(d3x145)+1*(d3x146)+1*(d3x205)+1*(d3x372)+-1*(d3x374)+1*(d3x411)+1*(d3x415)+-1*(d3x872), d4x294->1*(d3x147)+1*(d3x149)+1*(d3x213)+1*(d3x373)+-1*(d3x374)+1*(d3x412)+1*(d3x413)+-1*(d3x877), d4x295->1*(d3x152)+1*(d3x153)+1*(d3x154)+1*(d3x384)+1*(d3x416)+1*(d3x418)+-1*(d3x908), d4x296->1*(d3x153)+1*(d3x154)+1*(d3x158)+1*(d3x405)+-1*(d3x417)+-1*(d3x419)+-1*(d3x924), d4x297->1*(d3x159)+1*(d3x168)+1*(d3x175)+1*(d3x378)+1*(d3x379)+-1*(d3x382)+1*(d3x420)+-1*(d3x946), d4x298->1*(d3x160)+1*(d3x169)+1*(d3x176)+1*(d3x378)+-1*(d3x380)+-1*(d3x381)+-1*(d3x421)+-1*(d3x947), d4x299->1*(d3x160)+1*(d3x170)+1*(d3x177)+1*(d3x379)+-1*(d3x380)+-1*(d3x385)+1*(d3x422)+-1*(d3x948), d4x300->1*(d3x165)+1*(d3x171)+1*(d3x178)+1*(d3x383)+1*(d3x420)+-1*(d3x949), d4x301->1*(d3x166)+1*(d3x172)+1*(d3x179)+1*(d3x381)+-1*(d3x382)+1*(d3x385)+1*(d3x421)+-1*(d3x950), d4x302->1*(d3x166)+1*(d3x173)+1*(d3x180)+1*(d3x383)+1*(d3x422)+-1*(d3x951), d4x303->1*(d3x167)+1*(d3x174)+1*(d3x181)+1*(d3x384)+1*(d3x386)+1*(d3x421)+-1*(d3x952), d4x304->1*(d3x169)+1*(d3x170)+1*(d3x205)+1*(d3x387)+1*(d3x388)+-1*(d3x389)+-1*(d3x423)+-1*(d3x964), d4x305->1*(d3x172)+1*(d3x173)+1*(d3x219)+1*(d3x390)+-1*(d3x391)+1*(d3x392)+1*(d3x423)+-1*(d3x983), d4x306->1*(d3x168)+1*(d3x175)+1*(d3x192)+-1*(d3x394)+-1*(d3x396)+1*(d3x402)+1*(d3x424)+-1*(d3x997), d4x307->1*(d3x169)+1*(d3x176)+1*(d3x202)+1*(d3x394)+1*(d3x397)+1*(d3x399)+1*(d3x425)+-1*(d3x1003), d4x308->1*(d3x169)+1*(d3x177)+1*(d3x206)+1*(d3x395)+1*(d3x398)+1*(d3x400)+-1*(d3x426)+-1*(d3x1005), d4x309->1*(d3x170)+1*(d3x177)+1*(d3x207)+1*(d3x396)+1*(d3x397)+1*(d3x406)+-1*(d3x427)+-1*(d3x1006), d4x310->1*(d3x171)+1*(d3x178)+1*(d3x215)+-1*(d3x404)+-1*(d3x424)+-1*(d3x1014), d4x311->1*(d3x172)+1*(d3x179)+1*(d3x218)+-1*(d3x399)+1*(d3x402)+-1*(d3x406)+-1*(d3x425)+-1*(d3x1017), d4x312->1*(d3x172)+1*(d3x180)+1*(d3x220)+1*(d3x401)+-1*(d3x403)+-1*(d3x407)+-1*(d3x426)+-1*(d3x1018), d4x313->1*(d3x173)+1*(d3x180)+1*(d3x222)+-1*(d3x404)+-1*(d3x427)+-1*(d3x1019), d4x314->1*(d3x174)+1*(d3x181)+1*(d3x224)+1*(d3x405)+-1*(d3x408)+-1*(d3x425)+-1*(d3x1020), d4x315->1*(d3x176)+1*(d3x177)+1*(d3x205)+1*(d3x410)+1*(d3x411)+-1*(d3x412)+1*(d3x428)+-1*(d3x1038), d4x316->1*(d3x179)+1*(d3x180)+1*(d3x219)+-1*(d3x413)+1*(d3x414)+-1*(d3x415)+1*(d3x428)+-1*(d3x1052), d4x317->1*(d3x182)+-1*(d3x183)+1*(d3x184)+-1*(d3x383)+-1*(d3x429)+-1*(d3x1057), d4x318->1*(d3x183)+-1*(d3x184)+-1*(d3x194)+-1*(d3x404)+-1*(d3x430)+-1*(d3x1072), d4x319->1*(d3x188)+1*(d3x190)+1*(d3x191)+1*(d3x420)+1*(d3x429)+-1*(d3x1085), d4x320->1*(d3x190)+1*(d3x191)+1*(d3x193)+1*(d3x424)+-1*(d3x430)+-1*(d3x1091), d4x321->1*(d3x197)+1*(d3x198)+1*(d3x199)+-1*(d3x386)+1*(d3x416)+1*(d3x431)+-1*(d3x1100), d4x322->1*(d3x198)+1*(d3x199)+1*(d3x208)+1*(d3x408)+-1*(d3x417)+-1*(d3x432)+-1*(d3x1106), d4x323->1*(d3x202)+1*(d3x205)+1*(d3x206)+1*(d3x418)+-1*(d3x421)+1*(d3x431)+-1*(d3x1110), d4x324->1*(d3x205)+1*(d3x206)+1*(d3x207)+1*(d3x419)+1*(d3x425)+-1*(d3x432)+-1*(d3x1112), d4x325->1*(d3x210)+1*(d3x213)+1*(d3x214)+1*(d3x420)+1*(d3x422)+-1*(d3x1115), d4x326->1*(d3x213)+1*(d3x214)+1*(d3x221)+1*(d3x424)+-1*(d3x427)+-1*(d3x1121), d4x327->1*(d3x218)+1*(d3x219)+1*(d3x220)+-1*(d3x422)+1*(d3x429)+-1*(d3x1131), d4x328->1*(d3x219)+1*(d3x220)+1*(d3x222)+1*(d3x427)+-1*(d3x430)+-1*(d3x1133), d4x329->-1*(d3x81)+1*(d3x227), d4x330->-1*(d3x82)+1*(d3x228)+-1*(d3x433)+2*(d3x435), d4x331->-1*(d3x83)+1*(d3x229)+-1*(d3x434)+1*(d3x435), d4x332->-1*(d3x81)+1*(d3x230)+-1*(d3x436)+1*(d3x438), d4x333->-1*(d3x84)+1*(d3x230)+1*(d3x440)+1*(d3x442), d4x334->-1*(d3x88)+1*(d3x230)+-1*(d3x290)+1*(d3x444)+1*(d3x446), d4x335->-1*(d3x163)+1*(d3x377)+1*(d3x447)+-1*(d3x448)+-1*(d3x453), d4x336->-1*(d3x187)+1*(d3x411)+1*(d3x451)+-1*(d3x452)+-1*(d3x454), d4x337->-1*(d3x92)+2*(d3x455), d4x338->-1*(d3x93)+1*(d3x455), d4x339->-1*(d3x94)+1*(d3x455), d4x340->-1*(d3x93)+1*(d3x457), d4x341->-1*(d3x92)+1*(d3x456)+1*(d3x458), d4x342->-1*(d3x93)+1*(d3x457), d4x343->-1*(d3x98)+-1*(d3x436)+1*(d3x439)+1*(d3x459)+-1*(d3x460)+1*(d3x462), d4x344->-1*(d3x95)+-1*(d3x436)+1*(d3x440)+1*(d3x463), d4x345->-1*(d3x96)+-1*(d3x437)+1*(d3x441)+1*(d3x461)+1*(d3x464), d4x346->-1*(d3x98)+-1*(d3x438)+1*(d3x442)+1*(d3x463), d4x347->-1*(d3x107)+-1*(d3x239)+1*(d3x272)+-1*(d3x439)+-1*(d3x465)+-1*(d3x467)+1*(d3x471)+1*(d3x495), d4x348->-1*(d3x101)+-1*(d3x240)+1*(d3x273)+-1*(d3x440)+1*(d3x472)+1*(d3x500), d4x349->-1*(d3x103)+-1*(d3x240)+1*(d3x286)+-1*(d3x439)+-1*(d3x469)+-1*(d3x470)+1*(d3x473)+1*(d3x515), d4x350->-1*(d3x104)+-1*(d3x241)+1*(d3x294)+-1*(d3x441)+-1*(d3x468)+1*(d3x474)+1*(d3x532), d4x351->-1*(d3x107)+-1*(d3x242)+1*(d3x301)+-1*(d3x442)+-1*(d3x472)+1*(d3x549), d4x352->-1*(d3x117)+1*(d3x239)+-1*(d3x272)+1*(d3x443)+1*(d3x475)+-1*(d3x477)+1*(d3x481)+1*(d3x594), d4x353->-1*(d3x111)+1*(d3x240)+-1*(d3x273)+1*(d3x444)+1*(d3x482)+1*(d3x599), d4x354->-1*(d3x113)+1*(d3x240)+-1*(d3x286)+1*(d3x443)+1*(d3x479)+1*(d3x480)+1*(d3x483)+1*(d3x603), d4x355->-1*(d3x114)+1*(d3x241)+-1*(d3x294)+1*(d3x445)+1*(d3x478)+1*(d3x484)+1*(d3x610), d4x356->-1*(d3x117)+1*(d3x242)+-1*(d3x301)+1*(d3x446)+1*(d3x482)+1*(d3x617), d4x357->-1*(d3x162)+-1*(d3x485)+1*(d3x492)+1*(d3x653), d4x358->-1*(d3x165)+-1*(d3x485)+1*(d3x491)+1*(d3x654), d4x359->-1*(d3x171)+-1*(d3x244)+1*(d3x250)+-1*(d3x486)+-1*(d3x493)+1*(d3x667), d4x360->-1*(d3x178)+1*(d3x244)+-1*(d3x250)+1*(d3x487)+1*(d3x494)+1*(d3x677), d4x361->-1*(d3x185)+1*(d3x488)+-1*(d3x497)+1*(d3x688), d4x362->-1*(d3x186)+1*(d3x488)+-1*(d3x496)+1*(d3x689), d4x363->-1*(d3x189)+-1*(d3x452)+1*(d3x453)+1*(d3x489)+-1*(d3x495)+1*(d3x691), d4x364->-1*(d3x203)+1*(d3x452)+-1*(d3x453)+-1*(d3x490)+-1*(d3x498)+1*(d3x704), d4x365->-1*(d3x211)+-1*(d3x491)+1*(d3x492)+1*(d3x708), d4x366->-1*(d3x215)+1*(d3x496)+-1*(d3x497)+1*(d3x717), d4x367->-1*(d3x122)+1*(d3x456)+-1*(d3x459)+-1*(d3x502)+1*(d3x503)+1*(d3x721), d4x368->-1*(d3x123)+1*(d3x456)+-1*(d3x460)+-1*(d3x502)+-1*(d3x504)+1*(d3x722), d4x369->-1*(d3x121)+1*(d3x456)+-1*(d3x461)+1*(d3x505)+1*(d3x723), d4x370->-1*(d3x123)+1*(d3x457)+-1*(d3x462)+-1*(d3x503)+-1*(d3x504)+1*(d3x724), d4x371->-1*(d3x122)+1*(d3x457)+-1*(d3x463)+1*(d3x725), d4x372->-1*(d3x123)+1*(d3x458)+-1*(d3x464)+-1*(d3x505)+1*(d3x726), d4x373->-1*(d3x128)+-1*(d3x459)+1*(d3x460)+1*(d3x500)+1*(d3x506)+1*(d3x727), d4x374->-1*(d3x125)+1*(d3x459)+-1*(d3x461)+1*(d3x501)+-1*(d3x507)+1*(d3x728), d4x375->-1*(d3x126)+1*(d3x460)+-1*(d3x461)+1*(d3x501)+1*(d3x508)+1*(d3x729), d4x376->-1*(d3x128)+1*(d3x462)+-1*(d3x463)+1*(d3x507)+1*(d3x508)+1*(d3x730), d4x377->-1*(d3x138)+-1*(d3x257)+1*(d3x271)+-1*(d3x466)+1*(d3x467)+-1*(d3x499)+1*(d3x511)+1*(d3x748), d4x378->-1*(d3x132)+-1*(d3x258)+1*(d3x284)+1*(d3x465)+-1*(d3x469)+-1*(d3x509)+1*(d3x512)+1*(d3x765), d4x379->-1*(d3x133)+-1*(d3x258)+1*(d3x287)+1*(d3x466)+-1*(d3x470)+-1*(d3x510)+-1*(d3x513)+1*(d3x766), d4x380->-1*(d3x134)+-1*(d3x259)+1*(d3x289)+1*(d3x467)+-1*(d3x470)+-1*(d3x509)+1*(d3x514)+1*(d3x767), d4x381->-1*(d3x138)+-1*(d3x260)+1*(d3x300)+1*(d3x471)+-1*(d3x473)+-1*(d3x512)+1*(d3x514)+1*(d3x794), d4x382->-1*(d3x148)+1*(d3x257)+-1*(d3x271)+1*(d3x476)+1*(d3x477)+1*(d3x515)+1*(d3x518)+1*(d3x841), d4x383->-1*(d3x142)+1*(d3x258)+-1*(d3x284)+1*(d3x475)+1*(d3x479)+1*(d3x516)+-1*(d3x519)+1*(d3x851), d4x384->-1*(d3x143)+1*(d3x258)+-1*(d3x287)+1*(d3x476)+1*(d3x480)+1*(d3x517)+1*(d3x520)+1*(d3x852), d4x385->-1*(d3x144)+1*(d3x259)+-1*(d3x289)+1*(d3x477)+1*(d3x480)+1*(d3x516)+1*(d3x521)+1*(d3x853), d4x386->-1*(d3x148)+1*(d3x260)+-1*(d3x300)+1*(d3x481)+1*(d3x483)+1*(d3x519)+1*(d3x521)+1*(d3x884), d4x387->-1*(d3x151)+1*(d3x447)+-1*(d3x522)+1*(d3x527)+1*(d3x891), d4x388->-1*(d3x152)+1*(d3x448)+-1*(d3x522)+1*(d3x526)+1*(d3x892), d4x389->-1*(d3x153)+-1*(d3x262)+1*(d3x266)+1*(d3x449)+-1*(d3x523)+-1*(d3x528)+1*(d3x893), d4x390->-1*(d3x154)+1*(d3x262)+-1*(d3x266)+1*(d3x450)+1*(d3x524)+1*(d3x529)+1*(d3x894), d4x391->-1*(d3x155)+1*(d3x451)+1*(d3x525)+-1*(d3x531)+1*(d3x895), d4x392->-1*(d3x156)+1*(d3x452)+1*(d3x525)+-1*(d3x530)+1*(d3x896), d4x393->-1*(d3x157)+1*(d3x453)+-1*(d3x526)+1*(d3x527)+1*(d3x897), d4x394->-1*(d3x158)+1*(d3x454)+1*(d3x530)+-1*(d3x531)+1*(d3x898), d4x395->-1*(d3x151)+1*(d3x502)+-1*(d3x532)+1*(d3x534)+1*(d3x919), d4x396->-1*(d3x155)+2*(d3x533)+-1*(d3x535)+1*(d3x928), d4x397->-1*(d3x187)+1*(d3x488)+-1*(d3x489)+1*(d3x490)+-1*(d3x536)+1*(d3x955), d4x398->-1*(d3x203)+1*(d3x489)+-1*(d3x490)+-1*(d3x492)+-1*(d3x537)+1*(d3x963), d4x399->-1*(d3x216)+1*(d3x495)+-1*(d3x496)+1*(d3x498)+1*(d3x536)+1*(d3x980), d4x400->-1*(d3x217)+1*(d3x491)+-1*(d3x495)+-1*(d3x498)+1*(d3x537)+1*(d3x981), d4x401->-1*(d3x159)+-1*(d3x500)+1*(d3x538)+1*(d3x986), d4x402->-1*(d3x162)+-1*(d3x500)+1*(d3x539)+1*(d3x987), d4x403->-1*(d3x161)+-1*(d3x501)+1*(d3x502)+1*(d3x540)+1*(d3x988), d4x404->-1*(d3x163)+1*(d3x503)+1*(d3x504)+-1*(d3x506)+-1*(d3x539)+1*(d3x989), d4x405->-1*(d3x162)+1*(d3x503)+-1*(d3x505)+-1*(d3x507)+1*(d3x540)+1*(d3x990), d4x406->-1*(d3x163)+1*(d3x504)+1*(d3x505)+-1*(d3x508)+-1*(d3x540)+1*(d3x991), d4x407->-1*(d3x165)+1*(d3x506)+-1*(d3x507)+-1*(d3x508)+1*(d3x538)+1*(d3x992), d4x408->-1*(d3x168)+-1*(d3x273)+1*(d3x286)+1*(d3x499)+-1*(d3x509)+-1*(d3x510)+1*(d3x541)+1*(d3x993), d4x409->-1*(d3x171)+-1*(d3x279)+1*(d3x299)+1*(d3x511)+-1*(d3x513)+-1*(d3x514)+-1*(d3x541)+1*(d3x1013), d4x410->-1*(d3x175)+1*(d3x273)+-1*(d3x286)+-1*(d3x515)+1*(d3x516)+1*(d3x517)+1*(d3x542)+1*(d3x1026), d4x411->-1*(d3x178)+1*(d3x279)+-1*(d3x299)+1*(d3x518)+1*(d3x520)+-1*(d3x521)+1*(d3x542)+1*(d3x1046), d4x412->-1*(d3x182)+-1*(d3x485)+1*(d3x543)+1*(d3x1055), d4x413->-1*(d3x183)+1*(d3x280)+-1*(d3x288)+-1*(d3x486)+-1*(d3x544)+1*(d3x1056), d4x414->-1*(d3x184)+1*(d3x280)+-1*(d3x288)+-1*(d3x487)+-1*(d3x545)+1*(d3x1057), d4x415->-1*(d3x185)+1*(d3x488)+-1*(d3x547)+1*(d3x1058), d4x416->-1*(d3x186)+1*(d3x489)+1*(d3x525)+-1*(d3x527)+-1*(d3x546)+1*(d3x1059), d4x417->-1*(d3x187)+1*(d3x490)+1*(d3x525)+-1*(d3x527)+-1*(d3x548)+1*(d3x1060), d4x418->-1*(d3x188)+1*(d3x491)+-1*(d3x543)+1*(d3x1061), d4x419->-1*(d3x189)+1*(d3x492)+-1*(d3x543)+1*(d3x1062), d4x420->-1*(d3x190)+-1*(d3x284)+1*(d3x287)+1*(d3x493)+-1*(d3x544)+1*(d3x1063), d4x421->-1*(d3x191)+1*(d3x284)+-1*(d3x287)+1*(d3x494)+1*(d3x545)+1*(d3x1064), d4x422->-1*(d3x192)+-1*(d3x495)+1*(d3x526)+-1*(d3x530)+1*(d3x546)+1*(d3x1065), d4x423->-1*(d3x193)+1*(d3x496)+-1*(d3x547)+1*(d3x1066), d4x424->-1*(d3x194)+-1*(d3x497)+1*(d3x547)+1*(d3x1067), d4x425->-1*(d3x195)+1*(d3x498)+1*(d3x526)+-1*(d3x530)+1*(d3x548)+1*(d3x1068), d4x426->-1*(d3x182)+-1*(d3x500)+1*(d3x549)+1*(d3x1069), d4x427->-1*(d3x185)+1*(d3x533)+-1*(d3x550)+1*(d3x1074), d4x428->-1*(d3x189)+1*(d3x539)+-1*(d3x549)+1*(d3x1090), d4x429->-1*(d3x194)+1*(d3x1096), d4x430->-1*(d3x196)+1*(d3x501)+-1*(d3x532)+1*(d3x551)+1*(d3x1103), d4x431->-1*(d3x200)+1*(d3x533)+-1*(d3x552)+1*(d3x1107), d4x432->-1*(d3x203)+1*(d3x534)+-1*(d3x540)+-1*(d3x551)+1*(d3x1111), d4x433->-1*(d3x209)+-1*(d3x535)+2*(d3x552)+1*(d3x1113), d4x434->-1*(d3x211)+-1*(d3x538)+1*(d3x539)+1*(d3x1119), d4x435->-1*(d3x215)+1*(d3x536)+1*(d3x546)+-1*(d3x547)+-1*(d3x548)+1*(d3x1126), d4x436->-1*(d3x216)+1*(d3x537)+1*(d3x543)+-1*(d3x546)+1*(d3x548)+1*(d3x1127), d4x437->-1*(d3x217)+1*(d3x538)+-1*(d3x549)+1*(d3x1132), d4x438->-1*(d3x223)+-1*(d3x550)+1*(d3x552)+1*(d3x1134), d4x439->-1*(d3x227)+1*(d3x230)+-1*(d3x555)+1*(d3x557), d4x440->1*(d3x232)+-1*(d3x269)+1*(d3x380)+-1*(d3x553)+1*(d3x559)+1*(d3x560)+-1*(d3x569), d4x441->1*(d3x231)+-1*(d3x276)+1*(d3x397)+-1*(d3x554)+1*(d3x562)+-1*(d3x564)+1*(d3x570), d4x442->1*(d3x231)+-1*(d3x278)+1*(d3x398)+-1*(d3x554)+1*(d3x563)+-1*(d3x565)+-1*(d3x571), d4x443->1*(d3x232)+-1*(d3x283)+1*(d3x409)+-1*(d3x553)+1*(d3x566)+-1*(d3x567)+-1*(d3x572), d4x444->-1*(d3x234)+1*(d3x236)+2*(d3x555)+1*(d3x576), d4x445->-1*(d3x233)+1*(d3x237)+2*(d3x556)+1*(d3x575)+1*(d3x577), d4x446->-1*(d3x234)+1*(d3x238)+2*(d3x557)+1*(d3x576), d4x447->1*(d3x236)+-1*(d3x238)+2*(d3x558)+-1*(d3x578)+-1*(d3x579)+1*(d3x580), d4x448->1*(d3x239)+-1*(d3x242)+1*(d3x558)+1*(d3x582)+-1*(d3x583)+1*(d3x584)+1*(d3x597), d4x449->1*(d3x248)+-1*(d3x270)+-1*(d3x560)+-1*(d3x561)+1*(d3x585)+-1*(d3x591)+1*(d3x662), d4x450->1*(d3x243)+-1*(d3x277)+-1*(d3x562)+-1*(d3x563)+-1*(d3x586)+1*(d3x593)+1*(d3x674), d4x451->1*(d3x244)+-1*(d3x279)+-1*(d3x564)+-1*(d3x565)+-1*(d3x586)+1*(d3x592)+1*(d3x676), d4x452->1*(d3x245)+-1*(d3x281)+-1*(d3x559)+-1*(d3x566)+1*(d3x587)+-1*(d3x596)+1*(d3x685), d4x453->1*(d3x246)+-1*(d3x282)+-1*(d3x560)+-1*(d3x567)+1*(d3x587)+-1*(d3x595)+1*(d3x686), d4x454->1*(d3x247)+-1*(d3x285)+-1*(d3x561)+-1*(d3x567)+1*(d3x588)+-1*(d3x594)+1*(d3x687), d4x455->1*(d3x247)+-1*(d3x292)+-1*(d3x568)+-1*(d3x570)+1*(d3x589)+1*(d3x597)+1*(d3x697), d4x456->1*(d3x248)+-1*(d3x296)+-1*(d3x568)+-1*(d3x571)+-1*(d3x590)+-1*(d3x598)+1*(d3x707), d4x457->1*(d3x249)+-1*(d3x298)+-1*(d3x570)+-1*(d3x571)+-1*(d3x592)+1*(d3x593)+1*(d3x715), d4x458->1*(d3x250)+-1*(d3x299)+-1*(d3x569)+-1*(d3x572)+1*(d3x595)+-1*(d3x596)+1*(d3x716), d4x459->-1*(d3x243)+1*(d3x274)+-1*(d3x599)+1*(d3x601)+1*(d3x760), d4x460->-1*(d3x245)+1*(d3x291)+1*(d3x600)+-1*(d3x602)+1*(d3x768), d4x461->1*(d3x252)+-1*(d3x254)+-1*(d3x578)+-1*(d3x581)+-1*(d3x604)+1*(d3x606)+1*(d3x819), d4x462->1*(d3x251)+-1*(d3x255)+-1*(d3x578)+-1*(d3x582)+-1*(d3x605)+1*(d3x607)+1*(d3x820), d4x463->1*(d3x252)+-1*(d3x256)+-1*(d3x579)+-1*(d3x583)+-1*(d3x605)+-1*(d3x608)+1*(d3x821), d4x464->1*(d3x254)+-1*(d3x256)+-1*(d3x580)+-1*(d3x584)+-1*(d3x607)+-1*(d3x608)+1*(d3x822), d4x465->1*(d3x257)+-1*(d3x260)+-1*(d3x581)+-1*(d3x582)+1*(d3x603)+1*(d3x609)+1*(d3x836), d4x466->-1*(d3x261)+1*(d3x267)+-1*(d3x573)+-1*(d3x610)+1*(d3x612)+1*(d3x899), d4x467->-1*(d3x263)+1*(d3x268)+-1*(d3x574)+1*(d3x611)+-1*(d3x613)+1*(d3x900), d4x468->1*(d3x269)+-1*(d3x283)+-1*(d3x585)+1*(d3x587)+-1*(d3x588)+-1*(d3x614)+1*(d3x953), d4x469->1*(d3x270)+-1*(d3x296)+-1*(d3x589)+-1*(d3x590)+-1*(d3x593)+-1*(d3x615)+1*(d3x966), d4x470->1*(d3x271)+-1*(d3x300)+-1*(d3x591)+1*(d3x594)+-1*(d3x595)+1*(d3x614)+1*(d3x977), d4x471->1*(d3x272)+-1*(d3x301)+1*(d3x592)+1*(d3x597)+-1*(d3x598)+1*(d3x615)+1*(d3x984), d4x472->1*(d3x274)+-1*(d3x277)+-1*(d3x603)+-1*(d3x604)+-1*(d3x605)+1*(d3x616)+1*(d3x1040), d4x473->1*(d3x276)+-1*(d3x278)+-1*(d3x606)+1*(d3x607)+-1*(d3x609)+-1*(d3x616)+1*(d3x1041), d4x474->-1*(d3x280)+1*(d3x290)+1*(d3x599)+1*(d3x617)+-1*(d3x1069), d4x475->-1*(d3x281)+1*(d3x291)+-1*(d3x600)+-1*(d3x618)+1*(d3x1070), d4x476->-1*(d3x285)+1*(d3x292)+-1*(d3x601)+-1*(d3x617)+1*(d3x1071), d4x477->-1*(d3x288)+1*(d3x293)+1*(d3x602)+1*(d3x618)+-1*(d3x1072), d4x478->1*(d3x303)+1*(d3x306)+1*(d3x309)+1*(d3x619)+1*(d3x620)+1*(d3x622), d4x479->1*(d3x303)+1*(d3x307)+1*(d3x310)+-1*(d3x623), d4x480->1*(d3x304)+1*(d3x305)+1*(d3x311)+1*(d3x621)+-1*(d3x624), d4x481->1*(d3x306)+1*(d3x307)+1*(d3x312)+1*(d3x623), d4x482->1*(d3x309)+1*(d3x310)+1*(d3x312)+1*(d3x626)+-1*(d3x627)+-1*(d3x628), d4x483->1*(d3x310)+-1*(d3x313)+1*(d3x314)+-1*(d3x383)+-1*(d3x487)+1*(d3x635), d4x484->1*(d3x309)+1*(d3x315)+-1*(d3x319)+-1*(d3x402)+-1*(d3x512)+-1*(d3x630)+-1*(d3x632)+1*(d3x636), d4x485->1*(d3x310)+-1*(d3x315)+1*(d3x320)+-1*(d3x414)+-1*(d3x520)+-1*(d3x633)+-1*(d3x634)+1*(d3x637), d4x486->1*(d3x311)+-1*(d3x316)+1*(d3x317)+-1*(d3x416)+-1*(d3x524)+-1*(d3x629)+1*(d3x638), d4x487->1*(d3x312)+-1*(d3x319)+1*(d3x320)+-1*(d3x429)+-1*(d3x545)+-1*(d3x635), d4x488->1*(d3x313)+1*(d3x315)+-1*(d3x323)+1*(d3x382)+-1*(d3x586)+1*(d3x639)+1*(d3x640)+1*(d3x645), d4x489->1*(d3x314)+1*(d3x320)+-1*(d3x323)+1*(d3x391)+-1*(d3x596)+1*(d3x641)+1*(d3x642)+1*(d3x646), d4x490->1*(d3x314)+1*(d3x321)+-1*(d3x324)+1*(d3x404)+-1*(d3x602)+-1*(d3x647), d4x491->1*(d3x317)+1*(d3x318)+-1*(d3x325)+1*(d3x417)+-1*(d3x613)+1*(d3x643)+-1*(d3x648), d4x492->1*(d3x320)+1*(d3x321)+-1*(d3x326)+1*(d3x430)+-1*(d3x618)+1*(d3x647), d4x493->-1*(d3x323)+1*(d3x324)+1*(d3x326)+1*(d3x403)+1*(d3x650)+1*(d3x651)+1*(d3x652), d4x494->1*(d3x327)+1*(d3x329)+-1*(d3x337)+1*(d3x367)+1*(d3x619)+-1*(d3x639)+-1*(d3x656)+1*(d3x660), d4x495->1*(d3x327)+1*(d3x330)+-1*(d3x338)+1*(d3x368)+1*(d3x620)+-1*(d3x640)+-1*(d3x656)+-1*(d3x661), d4x496->1*(d3x328)+1*(d3x332)+-1*(d3x339)+1*(d3x369)+1*(d3x619)+-1*(d3x641)+-1*(d3x657)+-1*(d3x659), d4x497->1*(d3x328)+1*(d3x335)+-1*(d3x340)+1*(d3x370)+1*(d3x620)+-1*(d3x642)+-1*(d3x657)+1*(d3x662), d4x498->1*(d3x328)+1*(d3x336)+-1*(d3x341)+1*(d3x371)+1*(d3x621)+-1*(d3x643)+1*(d3x663), d4x499->1*(d3x329)+1*(d3x330)+-1*(d3x342)+1*(d3x372)+1*(d3x622)+-1*(d3x644)+1*(d3x658)+-1*(d3x664), d4x500->1*(d3x331)+1*(d3x333)+-1*(d3x343)+1*(d3x373)+1*(d3x622)+-1*(d3x645)+-1*(d3x660)+-1*(d3x661), d4x501->1*(d3x332)+1*(d3x335)+-1*(d3x344)+1*(d3x374)+1*(d3x622)+-1*(d3x646)+1*(d3x659)+1*(d3x662), d4x502->1*(d3x332)+1*(d3x336)+-1*(d3x345)+1*(d3x375)+1*(d3x623)+-1*(d3x647), d4x503->1*(d3x335)+1*(d3x336)+-1*(d3x346)+1*(d3x376)+1*(d3x624)+-1*(d3x648)+-1*(d3x663), d4x504->-1*(d3x337)+1*(d3x338)+1*(d3x342)+1*(d3x387)+1*(d3x625)+-1*(d3x653)+-1*(d3x660)+1*(d3x666), d4x505->-1*(d3x339)+1*(d3x340)+1*(d3x344)+1*(d3x389)+1*(d3x625)+-1*(d3x654)+-1*(d3x665)+-1*(d3x666), d4x506->1*(d3x339)+-1*(d3x341)+1*(d3x345)+1*(d3x401)+1*(d3x626)+1*(d3x655)+1*(d3x667)+-1*(d3x680), d4x507->1*(d3x340)+-1*(d3x341)+1*(d3x346)+1*(d3x407)+1*(d3x627)+1*(d3x655)+1*(d3x668)+-1*(d3x684), d4x508->1*(d3x344)+-1*(d3x345)+1*(d3x346)+1*(d3x426)+1*(d3x628)+-1*(d3x667)+1*(d3x668)+-1*(d3x714), d4x509->1*(d3x341)+1*(d3x348)+-1*(d3x349)+1*(d3x386)+-1*(d3x629)+1*(d3x675)+-1*(d3x746), d4x510->1*(d3x337)+-1*(d3x350)+1*(d3x354)+1*(d3x394)+-1*(d3x630)+-1*(d3x669)+1*(d3x678)+-1*(d3x754), d4x511->1*(d3x337)+-1*(d3x351)+1*(d3x355)+1*(d3x395)+-1*(d3x631)+-1*(d3x670)+-1*(d3x679)+-1*(d3x757), d4x512->1*(d3x338)+-1*(d3x351)+1*(d3x356)+1*(d3x396)+-1*(d3x632)+-1*(d3x669)+1*(d3x680)+-1*(d3x758), d4x513->1*(d3x339)+-1*(d3x352)+1*(d3x358)+1*(d3x399)+-1*(d3x630)+-1*(d3x671)+-1*(d3x676)+-1*(d3x761), d4x514->1*(d3x339)+-1*(d3x353)+1*(d3x361)+1*(d3x400)+-1*(d3x631)+-1*(d3x672)+1*(d3x677)+-1*(d3x763), d4x515->1*(d3x340)+-1*(d3x353)+1*(d3x364)+1*(d3x406)+-1*(d3x632)+-1*(d3x671)+1*(d3x681)+-1*(d3x764), d4x516->1*(d3x341)+1*(d3x352)+-1*(d3x359)+1*(d3x413)+-1*(d3x633)+-1*(d3x673)+1*(d3x682)+-1*(d3x773), d4x517->1*(d3x341)+1*(d3x353)+-1*(d3x365)+1*(d3x415)+-1*(d3x634)+-1*(d3x673)+-1*(d3x683)+-1*(d3x780), d4x518->1*(d3x342)+-1*(d3x355)+1*(d3x356)+1*(d3x419)+-1*(d3x636)+1*(d3x674)+1*(d3x684)+-1*(d3x785), d4x519->1*(d3x345)+1*(d3x358)+-1*(d3x359)+1*(d3x422)+-1*(d3x635)+-1*(d3x789), d4x520->1*(d3x343)+-1*(d3x360)+1*(d3x362)+1*(d3x424)+-1*(d3x636)+-1*(d3x678)+1*(d3x680)+-1*(d3x791), d4x521->1*(d3x344)+-1*(d3x361)+1*(d3x364)+1*(d3x425)+-1*(d3x636)+1*(d3x676)+1*(d3x681)+-1*(d3x793), d4x522->1*(d3x345)+1*(d3x361)+-1*(d3x365)+1*(d3x428)+-1*(d3x637)+-1*(d3x682)+-1*(d3x683)+-1*(d3x797), d4x523->1*(d3x346)+1*(d3x364)+-1*(d3x365)+1*(d3x431)+-1*(d3x638)+-1*(d3x675)+-1*(d3x800), d4x524->1*(d3x347)+1*(d3x350)+-1*(d3x367)+1*(d3x378)+1*(d3x639)+-1*(d3x685)+-1*(d3x693)+-1*(d3x825), d4x525->1*(d3x347)+1*(d3x351)+-1*(d3x368)+1*(d3x379)+1*(d3x640)+-1*(d3x685)+1*(d3x694)+-1*(d3x826), d4x526->1*(d3x348)+1*(d3x352)+-1*(d3x369)+1*(d3x381)+1*(d3x639)+-1*(d3x686)+-1*(d3x692)+-1*(d3x827), d4x527->1*(d3x348)+1*(d3x353)+-1*(d3x370)+1*(d3x385)+1*(d3x640)+-1*(d3x686)+1*(d3x695)+-1*(d3x828), d4x528->1*(d3x349)+1*(d3x359)+-1*(d3x369)+1*(d3x390)+1*(d3x641)+-1*(d3x687)+-1*(d3x691)+-1*(d3x835), d4x529->1*(d3x349)+1*(d3x365)+-1*(d3x370)+1*(d3x392)+1*(d3x642)+-1*(d3x687)+1*(d3x696)+-1*(d3x845), d4x530->1*(d3x349)+1*(d3x366)+-1*(d3x371)+1*(d3x408)+1*(d3x643)+1*(d3x697)+-1*(d3x850), d4x531->1*(d3x350)+1*(d3x351)+-1*(d3x372)+1*(d3x410)+1*(d3x644)+1*(d3x688)+1*(d3x699)+-1*(d3x861), d4x532->1*(d3x352)+1*(d3x353)+-1*(d3x374)+1*(d3x412)+1*(d3x644)+1*(d3x689)+1*(d3x698)+-1*(d3x865), d4x533->1*(d3x354)+1*(d3x355)+-1*(d3x372)+1*(d3x418)+1*(d3x645)+1*(d3x690)+1*(d3x700)+-1*(d3x871), d4x534->1*(d3x357)+1*(d3x360)+-1*(d3x373)+1*(d3x420)+1*(d3x645)+1*(d3x693)+1*(d3x694)+-1*(d3x875), d4x535->1*(d3x358)+1*(d3x361)+-1*(d3x374)+1*(d3x421)+1*(d3x645)+1*(d3x692)+1*(d3x695)+-1*(d3x876), d4x536->1*(d3x359)+1*(d3x365)+-1*(d3x374)+1*(d3x423)+1*(d3x646)+1*(d3x691)+1*(d3x696)+-1*(d3x879), d4x537->1*(d3x359)+1*(d3x366)+-1*(d3x375)+1*(d3x427)+1*(d3x647)+-1*(d3x883), d4x538->1*(d3x365)+1*(d3x366)+-1*(d3x376)+1*(d3x432)+1*(d3x648)+-1*(d3x697)+-1*(d3x890), d4x539->1*(d3x367)+1*(d3x368)+1*(d3x372)+-1*(d3x387)+-1*(d3x649)+1*(d3x701)+-1*(d3x705)+-1*(d3x909), d4x540->1*(d3x369)+1*(d3x370)+1*(d3x374)+-1*(d3x389)+-1*(d3x649)+1*(d3x702)+-1*(d3x704)+-1*(d3x913), d4x541->1*(d3x369)+1*(d3x371)+1*(d3x375)+-1*(d3x401)+-1*(d3x650)+-1*(d3x703)+-1*(d3x706)+-1*(d3x923), d4x542->1*(d3x370)+1*(d3x371)+1*(d3x376)+-1*(d3x407)+-1*(d3x651)+-1*(d3x703)+1*(d3x707)+-1*(d3x926), d4x543->1*(d3x374)+1*(d3x375)+1*(d3x376)+-1*(d3x426)+-1*(d3x652)+1*(d3x706)+1*(d3x707)+-1*(d3x937), d4x544->1*(d3x653)+1*(d3x654)+-1*(d3x708)+-1*(d3x942), d4x545->1*(d3x377)+1*(d3x380)+1*(d3x409)+1*(d3x656)+1*(d3x657)+-1*(d3x709)+-1*(d3x953), d4x546->1*(d3x378)+1*(d3x379)+-1*(d3x387)+1*(d3x410)+1*(d3x658)+1*(d3x660)+-1*(d3x710)+-1*(d3x954), d4x547->-1*(d3x388)+1*(d3x411)+1*(d3x658)+1*(d3x659)+-1*(d3x711)+-1*(d3x955), d4x548->1*(d3x381)+1*(d3x385)+-1*(d3x389)+1*(d3x412)+1*(d3x659)+1*(d3x660)+-1*(d3x709)+-1*(d3x956), d4x549->1*(d3x381)+1*(d3x386)+-1*(d3x390)+1*(d3x413)+-1*(d3x661)+-1*(d3x662)+-1*(d3x709)+-1*(d3x957), d4x550->-1*(d3x382)+-1*(d3x383)+1*(d3x391)+1*(d3x414)+1*(d3x661)+1*(d3x664)+1*(d3x710)+-1*(d3x958), d4x551->1*(d3x385)+1*(d3x386)+-1*(d3x392)+1*(d3x415)+-1*(d3x662)+-1*(d3x664)+1*(d3x711)+-1*(d3x959), d4x552->-1*(d3x389)+1*(d3x390)+1*(d3x392)+1*(d3x423)+1*(d3x665)+1*(d3x666)+-1*(d3x708)+-1*(d3x971), d4x553->1*(d3x377)+-1*(d3x393)+1*(d3x669)+-1*(d3x671)+1*(d3x712)+-1*(d3x989), d4x554->1*(d3x377)+-1*(d3x393)+1*(d3x670)+-1*(d3x672)+-1*(d3x713)+-1*(d3x991), d4x555->1*(d3x387)+-1*(d3x395)+1*(d3x396)+1*(d3x419)+1*(d3x674)+1*(d3x678)+1*(d3x714)+-1*(d3x1004), d4x556->1*(d3x388)+1*(d3x397)+1*(d3x398)+1*(d3x674)+1*(d3x676)+-1*(d3x715)+-1*(d3x1008), d4x557->1*(d3x389)+-1*(d3x400)+1*(d3x406)+1*(d3x425)+1*(d3x676)+1*(d3x678)+-1*(d3x712)+-1*(d3x1010), d4x558->1*(d3x389)+-1*(d3x401)+1*(d3x407)+1*(d3x426)+-1*(d3x677)+-1*(d3x679)+-1*(d3x713)+-1*(d3x1011), d4x559->1*(d3x390)+-1*(d3x401)+1*(d3x408)+1*(d3x427)+1*(d3x680)+-1*(d3x681)+-1*(d3x712)+-1*(d3x1012), d4x560->1*(d3x391)+-1*(d3x403)+1*(d3x404)+1*(d3x430)+1*(d3x680)+-1*(d3x684)+-1*(d3x714)+-1*(d3x1018), d4x561->1*(d3x392)+-1*(d3x407)+1*(d3x408)+1*(d3x432)+-1*(d3x681)+1*(d3x684)+1*(d3x715)+-1*(d3x1021), d4x562->1*(d3x380)+1*(d3x393)+1*(d3x409)+1*(d3x685)+-1*(d3x686)+1*(d3x716)+-1*(d3x1022), d4x563->1*(d3x688)+-1*(d3x689)+1*(d3x717)+-1*(d3x1029), d4x564->1*(d3x394)+1*(d3x395)+-1*(d3x410)+1*(d3x418)+1*(d3x690)+-1*(d3x693)+1*(d3x718)+-1*(d3x1037), d4x565->1*(d3x397)+1*(d3x398)+1*(d3x411)+1*(d3x690)+-1*(d3x692)+1*(d3x719)+-1*(d3x1041), d4x566->1*(d3x399)+1*(d3x400)+-1*(d3x412)+1*(d3x421)+1*(d3x692)+-1*(d3x693)+-1*(d3x716)+-1*(d3x1042), d4x567->1*(d3x399)+1*(d3x401)+-1*(d3x413)+1*(d3x422)+1*(d3x694)+-1*(d3x695)+-1*(d3x716)+-1*(d3x1043), d4x568->1*(d3x400)+1*(d3x401)+-1*(d3x415)+1*(d3x428)+-1*(d3x698)+1*(d3x699)+1*(d3x717)+-1*(d3x1049), d4x569->1*(d3x402)+1*(d3x403)+1*(d3x414)+1*(d3x429)+1*(d3x694)+-1*(d3x700)+-1*(d3x718)+-1*(d3x1051), d4x570->1*(d3x406)+1*(d3x407)+-1*(d3x415)+1*(d3x431)+-1*(d3x695)+1*(d3x700)+1*(d3x719)+-1*(d3x1054), d4x571->-1*(d3x388)+1*(d3x411)+1*(d3x701)+-1*(d3x702)+-1*(d3x720)+-1*(d3x1060), d4x572->1*(d3x412)+1*(d3x413)+1*(d3x415)+-1*(d3x423)+1*(d3x704)+-1*(d3x705)+1*(d3x720)+-1*(d3x1088), d4x573->1*(d3x421)+1*(d3x422)+-1*(d3x423)+1*(d3x428)+1*(d3x709)+-1*(d3x710)+1*(d3x711)+-1*(d3x1116), d4x574->1*(d3x423)+-1*(d3x426)+1*(d3x427)+1*(d3x432)+1*(d3x712)+1*(d3x714)+1*(d3x715)+-1*(d3x1122), d4x575->1*(d3x425)+1*(d3x426)+-1*(d3x428)+1*(d3x431)+1*(d3x716)+1*(d3x718)+1*(d3x719)+-1*(d3x1125), d4x576->-1*(d3x306)+-1*(d3x436)+-1*(d3x439)+1*(d3x721)+-1*(d3x722)+1*(d3x724), d4x577->-1*(d3x303)+-1*(d3x436)+-1*(d3x440)+1*(d3x725), d4x578->-1*(d3x304)+-1*(d3x437)+-1*(d3x441)+1*(d3x723)+1*(d3x726), d4x579->-1*(d3x306)+-1*(d3x438)+-1*(d3x442)+1*(d3x725), d4x580->-1*(d3x309)+-1*(d3x439)+-1*(d3x440)+-1*(d3x728)+-1*(d3x729)+1*(d3x730), d4x581->-1*(d3x319)+1*(d3x439)+1*(d3x443)+1*(d3x495)+1*(d3x594)+1*(d3x731)+-1*(d3x733)+1*(d3x737), d4x582->-1*(d3x313)+1*(d3x440)+1*(d3x444)+1*(d3x500)+1*(d3x599)+1*(d3x738), d4x583->-1*(d3x315)+1*(d3x440)+1*(d3x443)+1*(d3x515)+1*(d3x603)+1*(d3x735)+1*(d3x736)+1*(d3x739), d4x584->-1*(d3x316)+1*(d3x441)+1*(d3x445)+1*(d3x532)+1*(d3x610)+1*(d3x734)+1*(d3x740), d4x585->-1*(d3x319)+1*(d3x442)+1*(d3x446)+1*(d3x549)+1*(d3x617)+1*(d3x738), d4x586->-1*(d3x323)+1*(d3x443)+1*(d3x444)+1*(d3x499)+1*(d3x742)+1*(d3x743)+1*(d3x744), d4x587->-1*(d3x384)+1*(d3x448)+1*(d3x449)+1*(d3x450)+1*(d3x655)+-1*(d3x745)+-1*(d3x747), d4x588->-1*(d3x405)+1*(d3x449)+1*(d3x450)+1*(d3x454)+1*(d3x683)+1*(d3x746)+1*(d3x748), d4x589->-1*(d3x331)+1*(d3x459)+1*(d3x465)+1*(d3x475)+-1*(d3x721)+1*(d3x731)+-1*(d3x751)+1*(d3x754), d4x590->-1*(d3x333)+1*(d3x459)+1*(d3x466)+1*(d3x476)+-1*(d3x722)+1*(d3x732)+-1*(d3x752)+-1*(d3x755), d4x591->-1*(d3x334)+1*(d3x460)+1*(d3x467)+1*(d3x477)+-1*(d3x722)+1*(d3x733)+-1*(d3x751)+-1*(d3x756), d4x592->-1*(d3x327)+1*(d3x461)+1*(d3x468)+1*(d3x478)+-1*(d3x723)+1*(d3x734)+1*(d3x757), d4x593->-1*(d3x329)+1*(d3x461)+1*(d3x469)+1*(d3x479)+-1*(d3x721)+1*(d3x735)+-1*(d3x753)+1*(d3x758), d4x594->-1*(d3x330)+1*(d3x461)+1*(d3x470)+1*(d3x480)+-1*(d3x722)+1*(d3x736)+-1*(d3x753)+-1*(d3x759), d4x595->-1*(d3x334)+1*(d3x462)+1*(d3x471)+1*(d3x481)+-1*(d3x724)+1*(d3x737)+-1*(d3x754)+-1*(d3x756), d4x596->-1*(d3x331)+1*(d3x463)+1*(d3x472)+1*(d3x482)+-1*(d3x725)+1*(d3x738), d4x597->-1*(d3x333)+1*(d3x463)+1*(d3x473)+1*(d3x483)+-1*(d3x724)+1*(d3x739)+-1*(d3x758)+-1*(d3x759), d4x598->-1*(d3x334)+1*(d3x464)+1*(d3x474)+1*(d3x484)+-1*(d3x726)+1*(d3x740)+-1*(d3x757), d4x599->-1*(d3x343)+1*(d3x465)+1*(d3x466)+1*(d3x493)+-1*(d3x727)+1*(d3x747)+-1*(d3x749)+1*(d3x761), d4x600->-1*(d3x337)+1*(d3x468)+1*(d3x469)+1*(d3x509)+-1*(d3x728)+-1*(d3x750)+1*(d3x751)+1*(d3x762), d4x601->-1*(d3x338)+1*(d3x468)+1*(d3x470)+1*(d3x510)+-1*(d3x729)+-1*(d3x750)+1*(d3x752)+1*(d3x763), d4x602->-1*(d3x342)+1*(d3x469)+1*(d3x470)+1*(d3x528)+-1*(d3x727)+1*(d3x760)+1*(d3x764)+1*(d3x781), d4x603->-1*(d3x343)+1*(d3x472)+1*(d3x473)+1*(d3x541)+-1*(d3x730)+-1*(d3x762)+1*(d3x763)+1*(d3x790), d4x604->-1*(d3x357)+1*(d3x465)+1*(d3x475)+1*(d3x491)+1*(d3x731)+1*(d3x765)+-1*(d3x771)+1*(d3x833), d4x605->-1*(d3x360)+1*(d3x465)+1*(d3x476)+1*(d3x494)+1*(d3x732)+1*(d3x766)+1*(d3x772)+1*(d3x838), d4x606->-1*(d3x362)+1*(d3x466)+1*(d3x476)+1*(d3x496)+1*(d3x733)+1*(d3x767)+1*(d3x773)+1*(d3x843), d4x607->-1*(d3x363)+1*(d3x467)+1*(d3x477)+1*(d3x498)+1*(d3x733)+1*(d3x765)+-1*(d3x774)+1*(d3x844), d4x608->-1*(d3x347)+1*(d3x468)+1*(d3x478)+1*(d3x501)+1*(d3x734)+-1*(d3x775)+1*(d3x847), d4x609->-1*(d3x350)+1*(d3x468)+1*(d3x479)+1*(d3x516)+1*(d3x735)+-1*(d3x768)+-1*(d3x776)+1*(d3x854), d4x610->-1*(d3x351)+1*(d3x468)+1*(d3x480)+1*(d3x517)+1*(d3x736)+-1*(d3x768)+1*(d3x777)+1*(d3x855), d4x611->-1*(d3x354)+1*(d3x469)+1*(d3x479)+1*(d3x526)+1*(d3x731)+1*(d3x769)+-1*(d3x778)+1*(d3x867), d4x612->-1*(d3x355)+1*(d3x469)+1*(d3x480)+1*(d3x529)+1*(d3x732)+1*(d3x770)+1*(d3x779)+1*(d3x868), d4x613->-1*(d3x356)+1*(d3x470)+1*(d3x480)+1*(d3x530)+1*(d3x733)+1*(d3x769)+1*(d3x780)+1*(d3x869), d4x614->-1*(d3x363)+1*(d3x471)+1*(d3x481)+1*(d3x537)+1*(d3x737)+1*(d3x771)+-1*(d3x774)+1*(d3x878), d4x615->-1*(d3x357)+1*(d3x472)+1*(d3x482)+1*(d3x538)+1*(d3x738)+1*(d3x882), d4x616->-1*(d3x360)+1*(d3x472)+1*(d3x483)+1*(d3x542)+1*(d3x739)+1*(d3x776)+1*(d3x777)+1*(d3x885), d4x617->-1*(d3x362)+1*(d3x473)+1*(d3x483)+1*(d3x546)+1*(d3x737)+1*(d3x778)+1*(d3x780)+1*(d3x888), d4x618->-1*(d3x363)+1*(d3x474)+1*(d3x484)+1*(d3x551)+1*(d3x740)+1*(d3x775)+1*(d3x889), d4x619->-1*(d3x373)+1*(d3x475)+1*(d3x476)+1*(d3x493)+1*(d3x741)+-1*(d3x781)+-1*(d3x784)+1*(d3x911), d4x620->-1*(d3x367)+1*(d3x478)+1*(d3x479)+1*(d3x509)+1*(d3x742)+-1*(d3x782)+1*(d3x785)+1*(d3x920), d4x621->-1*(d3x368)+1*(d3x478)+1*(d3x480)+1*(d3x510)+1*(d3x743)+-1*(d3x782)+-1*(d3x786)+1*(d3x921), d4x622->-1*(d3x372)+1*(d3x479)+1*(d3x480)+1*(d3x528)+1*(d3x741)+1*(d3x783)+-1*(d3x787)+1*(d3x927), d4x623->-1*(d3x373)+1*(d3x482)+1*(d3x483)+1*(d3x541)+1*(d3x744)+-1*(d3x785)+-1*(d3x786)+1*(d3x936), d4x624->-1*(d3x383)+-1*(d3x485)+-1*(d3x486)+-1*(d3x487)+1*(d3x788)+1*(d3x939), d4x625->-1*(d3x404)+1*(d3x486)+1*(d3x487)+1*(d3x497)+1*(d3x789)+1*(d3x951), d4x626->-1*(d3x420)+1*(d3x491)+1*(d3x493)+1*(d3x494)+-1*(d3x788)+1*(d3x969), d4x627->-1*(d3x424)+1*(d3x493)+1*(d3x494)+1*(d3x496)+1*(d3x789)+1*(d3x976), d4x628->-1*(d3x382)+1*(d3x499)+1*(d3x500)+1*(d3x515)+1*(d3x751)+-1*(d3x752)+1*(d3x790)+1*(d3x993), d4x629->-1*(d3x378)+1*(d3x501)+1*(d3x509)+1*(d3x516)+1*(d3x751)+-1*(d3x753)+1*(d3x791)+1*(d3x994), d4x630->-1*(d3x379)+1*(d3x501)+1*(d3x510)+1*(d3x517)+1*(d3x752)+-1*(d3x753)+-1*(d3x792)+1*(d3x995), d4x631->-1*(d3x384)+1*(d3x506)+1*(d3x511)+1*(d3x518)+-1*(d3x755)+1*(d3x756)+-1*(d3x790)+1*(d3x996), d4x632->-1*(d3x382)+1*(d3x507)+1*(d3x512)+1*(d3x519)+1*(d3x754)+-1*(d3x758)+1*(d3x791)+1*(d3x997), d4x633->-1*(d3x383)+-1*(d3x507)+-1*(d3x513)+-1*(d3x520)+1*(d3x755)+-1*(d3x759)+1*(d3x792)+1*(d3x998), d4x634->-1*(d3x384)+1*(d3x508)+1*(d3x514)+1*(d3x521)+1*(d3x756)+-1*(d3x759)+-1*(d3x791)+1*(d3x999), d4x635->-1*(d3x387)+1*(d3x509)+1*(d3x510)+1*(d3x528)+1*(d3x749)+1*(d3x760)+1*(d3x793)+1*(d3x1000), d4x636->-1*(d3x391)+1*(d3x512)+1*(d3x513)+1*(d3x544)+1*(d3x761)+-1*(d3x764)+-1*(d3x793)+1*(d3x1017), d4x637->-1*(d3x402)+-1*(d3x495)+-1*(d3x499)+-1*(d3x515)+1*(d3x765)+-1*(d3x767)+1*(d3x794)+1*(d3x1025), d4x638->-1*(d3x394)+1*(d3x509)+1*(d3x516)+1*(d3x526)+-1*(d3x765)+1*(d3x769)+-1*(d3x795)+1*(d3x1033), d4x639->-1*(d3x395)+1*(d3x509)+1*(d3x517)+1*(d3x529)+-1*(d3x766)+1*(d3x770)+1*(d3x796)+1*(d3x1034), d4x640->-1*(d3x396)+1*(d3x510)+1*(d3x517)+1*(d3x530)+-1*(d3x767)+1*(d3x769)+1*(d3x797)+1*(d3x1035), d4x641->-1*(d3x405)+1*(d3x511)+1*(d3x518)+1*(d3x536)+1*(d3x773)+1*(d3x774)+1*(d3x794)+1*(d3x1045), d4x642->-1*(d3x402)+-1*(d3x512)+-1*(d3x519)+-1*(d3x543)+1*(d3x771)+-1*(d3x778)+1*(d3x795)+1*(d3x1050), d4x643->-1*(d3x403)+1*(d3x512)+1*(d3x520)+1*(d3x545)+1*(d3x772)+-1*(d3x779)+-1*(d3x796)+1*(d3x1051), d4x644->-1*(d3x404)+1*(d3x513)+1*(d3x520)+1*(d3x547)+1*(d3x773)+-1*(d3x780)+1*(d3x797)+1*(d3x1052), d4x645->-1*(d3x405)+1*(d3x514)+1*(d3x521)+1*(d3x548)+1*(d3x774)+1*(d3x780)+1*(d3x795)+1*(d3x1053), d4x646->-1*(d3x410)+1*(d3x516)+1*(d3x517)+1*(d3x528)+1*(d3x781)+1*(d3x783)+-1*(d3x798)+1*(d3x1073), d4x647->-1*(d3x414)+-1*(d3x519)+-1*(d3x520)+-1*(d3x544)+1*(d3x784)+1*(d3x787)+1*(d3x798)+1*(d3x1094), d4x648->-1*(d3x416)+-1*(d3x522)+-1*(d3x523)+-1*(d3x524)+1*(d3x745)+1*(d3x799)+1*(d3x1099), d4x649->-1*(d3x417)+1*(d3x523)+1*(d3x524)+1*(d3x531)+1*(d3x746)+1*(d3x800)+1*(d3x1100), d4x650->-1*(d3x418)+1*(d3x526)+1*(d3x528)+1*(d3x529)+1*(d3x747)+-1*(d3x799)+1*(d3x1101), d4x651->-1*(d3x419)+1*(d3x528)+1*(d3x529)+1*(d3x530)+-1*(d3x748)+1*(d3x800)+1*(d3x1102), d4x652->-1*(d3x420)+1*(d3x538)+1*(d3x541)+1*(d3x542)+1*(d3x790)+-1*(d3x791)+-1*(d3x792)+1*(d3x1120), d4x653->-1*(d3x424)+1*(d3x541)+1*(d3x542)+1*(d3x546)+-1*(d3x794)+1*(d3x795)+1*(d3x797)+1*(d3x1124), d4x654->-1*(d3x429)+-1*(d3x543)+-1*(d3x544)+-1*(d3x545)+1*(d3x788)+1*(d3x1130), d4x655->-1*(d3x430)+1*(d3x544)+1*(d3x545)+1*(d3x547)+1*(d3x789)+1*(d3x1131), d4x656->1*(d3x388)+-1*(d3x490)+1*(d3x801)+-1*(d3x802)+-1*(d3x807), d4x657->1*(d3x393)+-1*(d3x504)+1*(d3x803)+-1*(d3x804)+-1*(d3x808), d4x658->-1*(d3x434)+1*(d3x436)+1*(d3x555)+1*(d3x810), d4x659->-1*(d3x433)+1*(d3x437)+1*(d3x556)+1*(d3x809)+1*(d3x811), d4x660->-1*(d3x434)+1*(d3x438)+1*(d3x557)+1*(d3x810), d4x661->1*(d3x436)+-1*(d3x438)+1*(d3x558)+-1*(d3x812)+-1*(d3x813)+1*(d3x814), d4x662->1*(d3x439)+-1*(d3x442)+1*(d3x558)+1*(d3x816)+-1*(d3x817)+1*(d3x818), d4x663->1*(d3x443)+-1*(d3x446)+1*(d3x558)+-1*(d3x597)+1*(d3x820)+-1*(d3x821)+1*(d3x822), d4x664->1*(d3x451)+-1*(d3x488)+1*(d3x658)+-1*(d3x801)+1*(d3x823)+1*(d3x835), d4x665->1*(d3x452)+-1*(d3x489)+1*(d3x659)+-1*(d3x802)+1*(d3x823)+-1*(d3x834), d4x666->1*(d3x453)+-1*(d3x492)+1*(d3x665)+-1*(d3x802)+1*(d3x824)+1*(d3x833), d4x667->1*(d3x447)+-1*(d3x503)+1*(d3x669)+-1*(d3x803)+1*(d3x825)+1*(d3x839), d4x668->1*(d3x447)+-1*(d3x505)+1*(d3x670)+-1*(d3x803)+1*(d3x826)+-1*(d3x840), d4x669->1*(d3x448)+-1*(d3x506)+1*(d3x671)+-1*(d3x804)+1*(d3x825)+1*(d3x837), d4x670->1*(d3x448)+-1*(d3x508)+1*(d3x672)+-1*(d3x804)+1*(d3x826)+-1*(d3x838), d4x671->1*(d3x449)+-1*(d3x511)+-1*(d3x564)+1*(d3x569)+1*(d3x675)+-1*(d3x805)+1*(d3x827)+-1*(d3x836), d4x672->1*(d3x449)+-1*(d3x514)+-1*(d3x565)+1*(d3x572)+1*(d3x682)+-1*(d3x805)+1*(d3x828)+1*(d3x841), d4x673->1*(d3x450)+-1*(d3x518)+1*(d3x564)+-1*(d3x569)+1*(d3x695)+-1*(d3x806)+-1*(d3x829)+1*(d3x842), d4x674->1*(d3x450)+-1*(d3x521)+1*(d3x565)+-1*(d3x572)+1*(d3x698)+-1*(d3x806)+-1*(d3x830)+-1*(d3x843), d4x675->1*(d3x451)+-1*(d3x525)+1*(d3x701)+-1*(d3x801)+-1*(d3x831)+1*(d3x845), d4x676->1*(d3x452)+-1*(d3x527)+1*(d3x702)+-1*(d3x802)+-1*(d3x831)+1*(d3x844), d4x677->1*(d3x452)+-1*(d3x534)+1*(d3x706)+-1*(d3x808)+-1*(d3x832)+-1*(d3x846), d4x678->1*(d3x454)+-1*(d3x536)+1*(d3x711)+-1*(d3x807)+1*(d3x834)+1*(d3x835), d4x679->1*(d3x453)+-1*(d3x539)+1*(d3x712)+-1*(d3x808)+-1*(d3x837)+1*(d3x839), d4x680->1*(d3x453)+-1*(d3x540)+1*(d3x713)+-1*(d3x808)+1*(d3x838)+-1*(d3x840), d4x681->1*(d3x454)+-1*(d3x548)+1*(d3x720)+-1*(d3x807)+-1*(d3x844)+1*(d3x845), d4x682->-1*(d3x447)+1*(d3x502)+1*(d3x750)+1*(d3x847)+1*(d3x849), d4x683->-1*(d3x451)+1*(d3x533)+1*(d3x783)+1*(d3x848)+1*(d3x850), d4x684->-1*(d3x455)+1*(d3x456)+-1*(d3x857), d4x685->-1*(d3x455)+1*(d3x457), d4x686->-1*(d3x455)+1*(d3x458)+1*(d3x857), d4x687->1*(d3x456)+-1*(d3x457)+-1*(d3x856)+1*(d3x858), d4x688->1*(d3x456)+-1*(d3x458)+-1*(d3x856)+-1*(d3x859), d4x689->1*(d3x457)+-1*(d3x458)+-1*(d3x858)+-1*(d3x859), d4x690->1*(d3x460)+-1*(d3x462)+-1*(d3x812)+1*(d3x815)+-1*(d3x854)+1*(d3x860), d4x691->1*(d3x459)+-1*(d3x463)+-1*(d3x812)+1*(d3x816)+-1*(d3x855)+1*(d3x861), d4x692->1*(d3x460)+-1*(d3x464)+-1*(d3x813)+1*(d3x817)+-1*(d3x855)+-1*(d3x862), d4x693->1*(d3x462)+-1*(d3x464)+-1*(d3x814)+1*(d3x818)+-1*(d3x861)+-1*(d3x862), d4x694->1*(d3x467)+-1*(d3x471)+-1*(d3x581)+1*(d3x591)+-1*(d3x815)+1*(d3x834)+1*(d3x851)+1*(d3x863), d4x695->1*(d3x465)+-1*(d3x472)+-1*(d3x582)+1*(d3x592)+-1*(d3x816)+1*(d3x837)+1*(d3x852)+-1*(d3x864), d4x696->1*(d3x466)+-1*(d3x473)+-1*(d3x582)+1*(d3x595)+-1*(d3x815)+1*(d3x842)+1*(d3x853)+1*(d3x865), d4x697->1*(d3x467)+-1*(d3x474)+-1*(d3x583)+1*(d3x598)+-1*(d3x817)+1*(d3x846)+1*(d3x852)+-1*(d3x866), d4x698->1*(d3x471)+-1*(d3x474)+-1*(d3x584)+1*(d3x615)+-1*(d3x818)+1*(d3x864)+-1*(d3x866)+1*(d3x880), d4x699->1*(d3x477)+-1*(d3x481)+1*(d3x581)+-1*(d3x591)+1*(d3x819)+-1*(d3x867)+1*(d3x870)+1*(d3x912), d4x700->1*(d3x475)+-1*(d3x482)+1*(d3x582)+-1*(d3x592)+1*(d3x820)+-1*(d3x868)+1*(d3x871)+1*(d3x915), d4x701->1*(d3x476)+-1*(d3x483)+1*(d3x582)+-1*(d3x595)+1*(d3x819)+-1*(d3x869)+-1*(d3x872)+1*(d3x916), d4x702->1*(d3x477)+-1*(d3x484)+1*(d3x583)+-1*(d3x598)+1*(d3x821)+-1*(d3x868)+-1*(d3x873)+1*(d3x918), d4x703->1*(d3x481)+-1*(d3x484)+1*(d3x584)+-1*(d3x615)+1*(d3x822)+-1*(d3x871)+-1*(d3x873)+1*(d3x935), d4x704->1*(d3x823)+-1*(d3x824)+-1*(d3x874)+1*(d3x942), d4x705->1*(d3x485)+-1*(d3x507)+-1*(d3x825)+-1*(d3x826)+1*(d3x875)+1*(d3x946), d4x706->1*(d3x486)+-1*(d3x513)+-1*(d3x586)+1*(d3x596)+-1*(d3x827)+-1*(d3x828)+1*(d3x876)+1*(d3x950), d4x707->1*(d3x487)+-1*(d3x520)+-1*(d3x586)+1*(d3x596)+-1*(d3x829)+-1*(d3x830)+1*(d3x877)+-1*(d3x958), d4x708->1*(d3x488)+-1*(d3x525)+-1*(d3x823)+-1*(d3x831)+1*(d3x879)+1*(d3x960), d4x709->1*(d3x489)+-1*(d3x527)+-1*(d3x824)+-1*(d3x831)+1*(d3x878)+1*(d3x961), d4x710->1*(d3x489)+-1*(d3x534)+-1*(d3x832)+-1*(d3x839)+-1*(d3x880)+1*(d3x965), d4x711->-1*(d3x490)+1*(d3x832)+-1*(d3x840)+-1*(d3x881)+1*(d3x968), d4x712->1*(d3x498)+-1*(d3x537)+-1*(d3x833)+-1*(d3x834)+1*(d3x874)+1*(d3x970), d4x713->1*(d3x491)+-1*(d3x538)+-1*(d3x837)+-1*(d3x838)+1*(d3x875)+1*(d3x973), d4x714->1*(d3x492)+-1*(d3x540)+-1*(d3x839)+-1*(d3x840)+1*(d3x875)+1*(d3x974), d4x715->1*(d3x493)+-1*(d3x541)+-1*(d3x592)+1*(d3x595)+1*(d3x836)+1*(d3x841)+1*(d3x876)+1*(d3x975), d4x716->1*(d3x494)+-1*(d3x542)+1*(d3x592)+-1*(d3x595)+-1*(d3x842)+-1*(d3x843)+-1*(d3x877)+1*(d3x978), d4x717->1*(d3x495)+-1*(d3x543)+-1*(d3x833)+-1*(d3x844)+1*(d3x878)+1*(d3x981), d4x718->1*(d3x496)+-1*(d3x546)+-1*(d3x834)+-1*(d3x844)+1*(d3x879)+1*(d3x982), d4x719->1*(d3x497)+-1*(d3x547)+-1*(d3x835)+-1*(d3x845)+1*(d3x879)+1*(d3x983), d4x720->1*(d3x495)+-1*(d3x549)+-1*(d3x837)+-1*(d3x846)+1*(d3x880)+1*(d3x984), d4x721->1*(d3x498)+-1*(d3x551)+-1*(d3x838)+-1*(d3x846)+-1*(d3x881)+1*(d3x985), d4x722->-1*(d3x485)+1*(d3x500)+1*(d3x882)+1*(d3x986), d4x723->-1*(d3x488)+1*(d3x533)+1*(d3x883)+1*(d3x1002), d4x724->-1*(d3x492)+1*(d3x539)+1*(d3x882)+1*(d3x1009), d4x725->-1*(d3x497)+1*(d3x550)+1*(d3x883)+1*(d3x1019), d4x726->1*(d3x499)+-1*(d3x512)+-1*(d3x594)+1*(d3x603)+-1*(d3x851)+-1*(d3x853)+1*(d3x884)+-1*(d3x1025), d4x727->1*(d3x500)+-1*(d3x507)+-1*(d3x854)+-1*(d3x855)+1*(d3x885)+1*(d3x1026), d4x728->1*(d3x502)+-1*(d3x503)+1*(d3x854)+-1*(d3x856)+1*(d3x886)+1*(d3x1027), d4x729->1*(d3x502)+-1*(d3x505)+1*(d3x855)+-1*(d3x856)+-1*(d3x887)+1*(d3x1028), d4x730->1*(d3x858)+-1*(d3x860)+-1*(d3x886)+1*(d3x1029), d4x731->1*(d3x503)+-1*(d3x505)+-1*(d3x858)+1*(d3x861)+-1*(d3x887)+1*(d3x1030), d4x732->-1*(d3x504)+1*(d3x859)+-1*(d3x862)+-1*(d3x887)+1*(d3x1031), d4x733->1*(d3x506)+-1*(d3x508)+-1*(d3x860)+1*(d3x861)+-1*(d3x885)+1*(d3x1032), d4x734->1*(d3x511)+-1*(d3x514)+-1*(d3x609)+1*(d3x614)+-1*(d3x863)+1*(d3x865)+1*(d3x884)+1*(d3x1044), d4x735->1*(d3x515)+-1*(d3x519)+-1*(d3x594)+1*(d3x603)+-1*(d3x867)+-1*(d3x869)+1*(d3x888)+1*(d3x1065), d4x736->1*(d3x518)+-1*(d3x521)+1*(d3x609)+-1*(d3x614)+-1*(d3x870)+-1*(d3x872)+-1*(d3x888)+1*(d3x1086), d4x737->-1*(d3x522)+1*(d3x532)+-1*(d3x847)+1*(d3x889)+1*(d3x1103), d4x738->-1*(d3x525)+1*(d3x533)+-1*(d3x848)+1*(d3x890)+1*(d3x1104), d4x739->-1*(d3x527)+1*(d3x534)+-1*(d3x849)+1*(d3x889)+1*(d3x1105), d4x740->-1*(d3x531)+1*(d3x535)+-1*(d3x850)+1*(d3x890)+1*(d3x1106), d4x741->1*(d3x536)+-1*(d3x548)+-1*(d3x874)+-1*(d3x878)+1*(d3x879)+1*(d3x1117), d4x742->1*(d3x537)+-1*(d3x551)+-1*(d3x875)+-1*(d3x880)+-1*(d3x881)+1*(d3x1118), d4x743->1*(d3x539)+-1*(d3x540)+1*(d3x885)+-1*(d3x886)+-1*(d3x887)+1*(d3x1123), d4x744->-1*(d3x543)+1*(d3x549)+-1*(d3x882)+1*(d3x1132), d4x745->-1*(d3x547)+1*(d3x550)+-1*(d3x883)+1*(d3x1133), d4x746->-1*(d3x377)+-1*(d3x585)+1*(d3x891)+1*(d3x892)+-1*(d3x897), d4x747->-1*(d3x411)+-1*(d3x606)+1*(d3x895)+-1*(d3x896)+1*(d3x898), d4x748->1*(d3x555)+-1*(d3x557)+1*(d3x558)+-1*(d3x901)+-1*(d3x902)+1*(d3x903), d4x749->1*(d3x559)+1*(d3x566)+-1*(d3x587)+1*(d3x656)+1*(d3x891)+1*(d3x905)+1*(d3x913), d4x750->1*(d3x560)+1*(d3x567)+-1*(d3x588)+1*(d3x657)+1*(d3x892)+1*(d3x905)+-1*(d3x912), d4x751->1*(d3x560)+1*(d3x568)+-1*(d3x589)+1*(d3x663)+1*(d3x893)+1*(d3x906)+1*(d3x914), d4x752->1*(d3x561)+1*(d3x571)+-1*(d3x593)+1*(d3x668)+1*(d3x893)+1*(d3x907)+1*(d3x911), d4x753->1*(d3x561)+1*(d3x570)+-1*(d3x601)+1*(d3x681)+1*(d3x894)+-1*(d3x908)+-1*(d3x915), d4x754->1*(d3x562)+1*(d3x563)+-1*(d3x607)+1*(d3x690)+1*(d3x895)+1*(d3x909)+1*(d3x917), d4x755->1*(d3x564)+1*(d3x565)+-1*(d3x609)+1*(d3x692)+1*(d3x896)+1*(d3x909)+1*(d3x916), d4x756->1*(d3x567)+1*(d3x568)+-1*(d3x612)+1*(d3x703)+1*(d3x894)+-1*(d3x910)+-1*(d3x918), d4x757->1*(d3x569)+1*(d3x572)+-1*(d3x614)+1*(d3x709)+1*(d3x897)+1*(d3x912)+1*(d3x913), d4x758->1*(d3x570)+1*(d3x571)+-1*(d3x616)+1*(d3x719)+1*(d3x898)+-1*(d3x916)+1*(d3x917), d4x759->-1*(d3x559)+1*(d3x574)+1*(d3x600)+1*(d3x753)+-1*(d3x899)+-1*(d3x919)+1*(d3x923), d4x760->-1*(d3x562)+1*(d3x573)+1*(d3x604)+1*(d3x769)+-1*(d3x900)+1*(d3x920)+-1*(d3x924), d4x761->-1*(d3x563)+1*(d3x573)+1*(d3x605)+1*(d3x770)+-1*(d3x900)+1*(d3x921)+1*(d3x925), d4x762->-1*(d3x566)+1*(d3x574)+1*(d3x611)+1*(d3x782)+-1*(d3x899)+1*(d3x922)+1*(d3x926), d4x763->1*(d3x575)+-1*(d3x576)+1*(d3x578)+2*(d3x901)+-1*(d3x929)+1*(d3x930), d4x764->1*(d3x575)+-1*(d3x577)+1*(d3x579)+2*(d3x902)+-1*(d3x929)+-1*(d3x931), d4x765->1*(d3x576)+-1*(d3x577)+1*(d3x580)+2*(d3x903)+-1*(d3x930)+-1*(d3x931), d4x766->1*(d3x578)+1*(d3x579)+-1*(d3x580)+2*(d3x904)+1*(d3x928)+1*(d3x932), d4x767->1*(d3x581)+1*(d3x583)+-1*(d3x584)+1*(d3x904)+1*(d3x914)+-1*(d3x927)+1*(d3x933), d4x768->1*(d3x585)+-1*(d3x906)+-1*(d3x907)+-1*(d3x934)+1*(d3x944), d4x769->1*(d3x588)+1*(d3x589)+-1*(d3x612)+1*(d3x908)+-1*(d3x910)+-1*(d3x935)+1*(d3x962), d4x770->1*(d3x591)+1*(d3x598)+-1*(d3x615)+-1*(d3x911)+1*(d3x914)+1*(d3x934)+1*(d3x972), d4x771->1*(d3x594)+1*(d3x597)+-1*(d3x617)+1*(d3x915)+-1*(d3x918)+1*(d3x935)+-1*(d3x984), d4x772->-1*(d3x586)+1*(d3x599)+1*(d3x603)+1*(d3x920)+1*(d3x921)+1*(d3x936)+1*(d3x993), d4x773->-1*(d3x587)+1*(d3x600)+1*(d3x611)+1*(d3x919)+1*(d3x922)+1*(d3x937)+1*(d3x1001), d4x774->-1*(d3x593)+1*(d3x601)+1*(d3x616)+1*(d3x924)+1*(d3x925)+1*(d3x936)+1*(d3x1016), d4x775->-1*(d3x596)+1*(d3x602)+1*(d3x618)+1*(d3x923)+1*(d3x926)+1*(d3x937)+1*(d3x1018), d4x776->1*(d3x604)+1*(d3x605)+-1*(d3x607)+1*(d3x927)+1*(d3x928)+1*(d3x938)+1*(d3x1080), d4x777->1*(d3x606)+-1*(d3x932)+-1*(d3x933)+-1*(d3x938)+1*(d3x1081), d4x778->1*(d3x619)+1*(d3x620)+1*(d3x622)+-1*(d3x625)+1*(d3x940)+-1*(d3x942), d4x779->1*(d3x619)+1*(d3x621)+1*(d3x623)+-1*(d3x626)+-1*(d3x941)+-1*(d3x943), d4x780->1*(d3x620)+1*(d3x621)+1*(d3x624)+-1*(d3x627)+-1*(d3x941)+1*(d3x944), d4x781->1*(d3x622)+1*(d3x623)+1*(d3x624)+-1*(d3x628)+1*(d3x943)+1*(d3x944), d4x782->1*(d3x625)+-1*(d3x626)+1*(d3x627)+1*(d3x628)+-1*(d3x939)+-1*(d3x945), d4x783->1*(d3x625)+-1*(d3x631)+1*(d3x632)+-1*(d3x636)+-1*(d3x678)+-1*(d3x762)+1*(d3x946)+1*(d3x949), d4x784->1*(d3x626)+-1*(d3x630)+-1*(d3x633)+1*(d3x635)+-1*(d3x694)+-1*(d3x772)+-1*(d3x947)+-1*(d3x950), d4x785->1*(d3x626)+-1*(d3x631)+-1*(d3x634)+1*(d3x637)+-1*(d3x699)+-1*(d3x777)+-1*(d3x948)+1*(d3x951), d4x786->1*(d3x627)+-1*(d3x632)+-1*(d3x634)+1*(d3x638)+-1*(d3x700)+-1*(d3x779)+-1*(d3x947)+1*(d3x952), d4x787->1*(d3x628)+-1*(d3x636)+-1*(d3x637)+1*(d3x638)+-1*(d3x718)+-1*(d3x796)+1*(d3x950)+1*(d3x952), d4x788->1*(d3x629)+1*(d3x633)+1*(d3x639)+-1*(d3x641)+1*(d3x661)+-1*(d3x829)+-1*(d3x953)+-1*(d3x956), d4x789->1*(d3x629)+1*(d3x634)+1*(d3x640)+-1*(d3x642)+1*(d3x664)+-1*(d3x830)+-1*(d3x953)+1*(d3x957), d4x790->1*(d3x630)+1*(d3x631)+-1*(d3x644)+1*(d3x645)+1*(d3x693)+-1*(d3x864)+1*(d3x954)+1*(d3x958), d4x791->1*(d3x633)+1*(d3x634)+1*(d3x644)+-1*(d3x646)+1*(d3x705)+-1*(d3x872)+1*(d3x955)+1*(d3x959), d4x792->1*(d3x635)+1*(d3x637)+1*(d3x645)+-1*(d3x646)+1*(d3x710)+-1*(d3x877)+1*(d3x956)+1*(d3x957), d4x793->1*(d3x639)+1*(d3x640)+1*(d3x644)+-1*(d3x649)+-1*(d3x660)+-1*(d3x909)+1*(d3x960)+-1*(d3x964), d4x794->1*(d3x641)+1*(d3x642)+1*(d3x646)+-1*(d3x649)+-1*(d3x666)+-1*(d3x913)+1*(d3x961)+-1*(d3x963), d4x795->1*(d3x641)+1*(d3x643)+1*(d3x647)+-1*(d3x650)+-1*(d3x680)+-1*(d3x923)+-1*(d3x962)+-1*(d3x965), d4x796->1*(d3x642)+1*(d3x643)+1*(d3x648)+-1*(d3x651)+-1*(d3x684)+-1*(d3x926)+-1*(d3x962)+1*(d3x966), d4x797->1*(d3x646)+1*(d3x647)+1*(d3x648)+-1*(d3x652)+-1*(d3x714)+-1*(d3x937)+1*(d3x965)+1*(d3x966), d4x798->-1*(d3x649)+1*(d3x650)+1*(d3x651)+1*(d3x652)+-1*(d3x679)+1*(d3x967)+-1*(d3x968), d4x799->1*(d3x654)+1*(d3x667)+1*(d3x677)+1*(d3x939)+-1*(d3x949)+1*(d3x969), d4x800->1*(d3x653)+1*(d3x658)+1*(d3x701)+1*(d3x940)+-1*(d3x960)+1*(d3x971), d4x801->1*(d3x654)+1*(d3x659)+1*(d3x702)+1*(d3x940)+-1*(d3x961)+-1*(d3x970), d4x802->-1*(d3x655)+1*(d3x657)+1*(d3x663)+1*(d3x703)+1*(d3x941)+-1*(d3x962)+1*(d3x972), d4x803->-1*(d3x659)+-1*(d3x665)+1*(d3x704)+1*(d3x942)+-1*(d3x963)+-1*(d3x970), d4x804->1*(d3x660)+1*(d3x661)+1*(d3x664)+-1*(d3x666)+1*(d3x705)+1*(d3x942)+-1*(d3x964)+-1*(d3x971), d4x805->1*(d3x659)+1*(d3x667)+1*(d3x706)+1*(d3x943)+-1*(d3x965)+1*(d3x972), d4x806->1*(d3x662)+1*(d3x663)+-1*(d3x668)+1*(d3x707)+1*(d3x944)+-1*(d3x966)+-1*(d3x972), d4x807->1*(d3x665)+1*(d3x667)+1*(d3x713)+1*(d3x945)+1*(d3x969)+-1*(d3x974), d4x808->1*(d3x653)+-1*(d3x669)+-1*(d3x670)+-1*(d3x946)+1*(d3x974)+-1*(d3x990), d4x809->1*(d3x654)+-1*(d3x671)+-1*(d3x672)+-1*(d3x946)+1*(d3x973)+-1*(d3x992), d4x810->1*(d3x655)+1*(d3x671)+-1*(d3x673)+1*(d3x675)+1*(d3x695)+-1*(d3x947)+1*(d3x975)+-1*(d3x996), d4x811->1*(d3x655)+1*(d3x672)+-1*(d3x673)+1*(d3x682)+1*(d3x698)+-1*(d3x948)+-1*(d3x976)+-1*(d3x999), d4x812->1*(d3x665)+1*(d3x677)+1*(d3x712)+-1*(d3x949)+-1*(d3x973)+-1*(d3x1009), d4x813->1*(d3x666)+-1*(d3x679)+-1*(d3x680)+1*(d3x684)+1*(d3x714)+-1*(d3x949)+-1*(d3x974)+-1*(d3x1011), d4x814->1*(d3x667)+-1*(d3x675)+-1*(d3x676)+-1*(d3x682)+1*(d3x716)+-1*(d3x950)+-1*(d3x975)+-1*(d3x1013), d4x815->1*(d3x667)+1*(d3x677)+1*(d3x717)+-1*(d3x951)+-1*(d3x976)+-1*(d3x1014), d4x816->1*(d3x668)+1*(d3x681)+-1*(d3x683)+1*(d3x719)+-1*(d3x952)+-1*(d3x975)+-1*(d3x1016), d4x817->1*(d3x662)+1*(d3x673)+1*(d3x686)+-1*(d3x687)+-1*(d3x953)+1*(d3x977)+-1*(d3x1023), d4x818->1*(d3x669)+1*(d3x670)+1*(d3x688)+1*(d3x954)+1*(d3x979)+-1*(d3x1030), d4x819->1*(d3x671)+1*(d3x672)+1*(d3x689)+1*(d3x954)+1*(d3x978)+-1*(d3x1032), d4x820->1*(d3x689)+-1*(d3x691)+-1*(d3x704)+-1*(d3x955)+1*(d3x980)+-1*(d3x1036), d4x821->1*(d3x675)+1*(d3x682)+1*(d3x691)+-1*(d3x692)+1*(d3x709)+1*(d3x956)+-1*(d3x977)+-1*(d3x1044), d4x822->1*(d3x675)+1*(d3x683)+1*(d3x695)+-1*(d3x696)+1*(d3x711)+1*(d3x957)+-1*(d3x977)+-1*(d3x1045), d4x823->1*(d3x676)+1*(d3x677)+-1*(d3x695)+-1*(d3x698)+-1*(d3x716)+1*(d3x958)+1*(d3x978)+-1*(d3x1046), d4x824->1*(d3x678)+1*(d3x679)+-1*(d3x699)+1*(d3x700)+1*(d3x718)+-1*(d3x958)+-1*(d3x979)+-1*(d3x1048), d4x825->1*(d3x682)+1*(d3x683)+-1*(d3x696)+1*(d3x698)+1*(d3x720)+1*(d3x959)+1*(d3x980)+-1*(d3x1053), d4x826->-1*(d3x658)+1*(d3x688)+-1*(d3x701)+1*(d3x960)+-1*(d3x983)+-1*(d3x1058), d4x827->-1*(d3x659)+1*(d3x689)+-1*(d3x702)+1*(d3x960)+-1*(d3x982)+-1*(d3x1059), d4x828->-1*(d3x665)+1*(d3x691)+-1*(d3x702)+1*(d3x961)+-1*(d3x981)+-1*(d3x1062), d4x829->1*(d3x681)+1*(d3x687)+1*(d3x697)+-1*(d3x703)+1*(d3x962)+1*(d3x984)+-1*(d3x1071), d4x830->-1*(d3x691)+-1*(d3x704)+1*(d3x708)+1*(d3x963)+-1*(d3x981)+-1*(d3x1083), d4x831->1*(d3x692)+1*(d3x695)+1*(d3x698)+1*(d3x704)+-1*(d3x709)+-1*(d3x964)+1*(d3x982)+-1*(d3x1086), d4x832->-1*(d3x693)+-1*(d3x694)+1*(d3x699)+-1*(d3x705)+1*(d3x710)+1*(d3x964)+-1*(d3x983)+-1*(d3x1087), d4x833->1*(d3x691)+-1*(d3x706)+-1*(d3x712)+1*(d3x965)+1*(d3x984)+-1*(d3x1090), d4x834->1*(d3x696)+1*(d3x697)+-1*(d3x707)+1*(d3x715)+1*(d3x966)+-1*(d3x984)+-1*(d3x1093), d4x835->1*(d3x677)+1*(d3x702)+1*(d3x706)+-1*(d3x967)+-1*(d3x985)+-1*(d3x1105), d4x836->1*(d3x704)+-1*(d3x706)+-1*(d3x713)+-1*(d3x968)+-1*(d3x985)+-1*(d3x1111), d4x837->1*(d3x708)+1*(d3x711)+1*(d3x720)+1*(d3x970)+1*(d3x971)+-1*(d3x1117), d4x838->1*(d3x708)+-1*(d3x712)+-1*(d3x713)+-1*(d3x973)+1*(d3x974)+-1*(d3x1119), d4x839->1*(d3x712)+1*(d3x713)+1*(d3x717)+-1*(d3x978)+1*(d3x979)+-1*(d3x1123), d4x840->-1*(d3x711)+1*(d3x717)+-1*(d3x720)+1*(d3x982)+-1*(d3x983)+-1*(d3x1126), d4x841->-1*(d3x622)+1*(d3x721)+-1*(d3x722)+1*(d3x727)+-1*(d3x987)+-1*(d3x989), d4x842->-1*(d3x619)+-1*(d3x721)+1*(d3x723)+1*(d3x728)+-1*(d3x988)+1*(d3x990), d4x843->-1*(d3x620)+-1*(d3x722)+1*(d3x723)+1*(d3x729)+-1*(d3x988)+-1*(d3x991), d4x844->-1*(d3x622)+-1*(d3x724)+1*(d3x725)+1*(d3x730)+-1*(d3x990)+-1*(d3x991), d4x845->-1*(d3x625)+-1*(d3x727)+1*(d3x728)+1*(d3x729)+1*(d3x986)+1*(d3x992), d4x846->-1*(d3x636)+1*(d3x727)+1*(d3x732)+1*(d3x733)+1*(d3x748)+1*(d3x841)+1*(d3x993)+1*(d3x996), d4x847->-1*(d3x630)+1*(d3x728)+1*(d3x731)+1*(d3x735)+1*(d3x765)+1*(d3x851)+1*(d3x994)+-1*(d3x997), d4x848->-1*(d3x631)+1*(d3x728)+1*(d3x732)+1*(d3x736)+1*(d3x766)+1*(d3x852)+1*(d3x995)+1*(d3x998), d4x849->-1*(d3x632)+1*(d3x729)+1*(d3x733)+1*(d3x736)+1*(d3x767)+1*(d3x853)+1*(d3x994)+1*(d3x999), d4x850->-1*(d3x636)+1*(d3x730)+1*(d3x737)+1*(d3x739)+1*(d3x794)+1*(d3x884)+1*(d3x997)+1*(d3x999), d4x851->-1*(d3x645)+1*(d3x731)+1*(d3x732)+1*(d3x741)+-1*(d3x747)+1*(d3x911)+-1*(d3x1000)+-1*(d3x1003), d4x852->-1*(d3x639)+1*(d3x734)+1*(d3x735)+1*(d3x742)+-1*(d3x751)+1*(d3x920)+-1*(d3x1001)+1*(d3x1004), d4x853->-1*(d3x640)+1*(d3x734)+1*(d3x736)+1*(d3x743)+-1*(d3x752)+1*(d3x921)+-1*(d3x1001)+-1*(d3x1005), d4x854->-1*(d3x644)+1*(d3x735)+1*(d3x736)+1*(d3x741)+-1*(d3x781)+1*(d3x927)+1*(d3x1002)+-1*(d3x1006), d4x855->-1*(d3x645)+1*(d3x738)+1*(d3x739)+1*(d3x744)+-1*(d3x790)+1*(d3x936)+-1*(d3x1004)+-1*(d3x1005), d4x856->-1*(d3x649)+1*(d3x741)+1*(d3x742)+1*(d3x743)+-1*(d3x749)+1*(d3x1007)+-1*(d3x1008), d4x857->-1*(d3x653)+-1*(d3x986)+1*(d3x987)+1*(d3x1009), d4x858->-1*(d3x660)+1*(d3x749)+-1*(d3x751)+1*(d3x752)+1*(d3x781)+-1*(d3x987)+1*(d3x1000)+1*(d3x1010), d4x859->-1*(d3x656)+1*(d3x750)+1*(d3x753)+1*(d3x782)+-1*(d3x988)+1*(d3x1001)+1*(d3x1011), d4x860->-1*(d3x658)+-1*(d3x760)+1*(d3x783)+-1*(d3x987)+1*(d3x1002)+1*(d3x1012), d4x861->-1*(d3x661)+1*(d3x754)+1*(d3x755)+1*(d3x761)+1*(d3x784)+-1*(d3x989)+1*(d3x1003)+-1*(d3x1010), d4x862->-1*(d3x660)+-1*(d3x757)+1*(d3x758)+1*(d3x762)+1*(d3x785)+-1*(d3x990)+1*(d3x1004)+1*(d3x1011), d4x863->-1*(d3x661)+1*(d3x757)+1*(d3x759)+1*(d3x763)+1*(d3x786)+-1*(d3x991)+1*(d3x1005)+-1*(d3x1011), d4x864->-1*(d3x664)+1*(d3x758)+1*(d3x759)+1*(d3x764)+1*(d3x787)+-1*(d3x989)+1*(d3x1006)+-1*(d3x1012), d4x865->-1*(d3x666)+1*(d3x762)+-1*(d3x763)+1*(d3x764)+1*(d3x793)+-1*(d3x992)+-1*(d3x1009)+1*(d3x1010), d4x866->-1*(d3x678)+-1*(d3x748)+-1*(d3x749)+1*(d3x766)+1*(d3x767)+-1*(d3x993)+1*(d3x1013)+1*(d3x1024), d4x867->-1*(d3x669)+1*(d3x750)+-1*(d3x768)+1*(d3x994)+-1*(d3x1014)+1*(d3x1027), d4x868->-1*(d3x670)+1*(d3x750)+-1*(d3x768)+1*(d3x995)+1*(d3x1015)+1*(d3x1028), d4x869->-1*(d3x674)+1*(d3x760)+1*(d3x769)+1*(d3x770)+-1*(d3x993)+1*(d3x1016)+1*(d3x1040), d4x870->-1*(d3x680)+1*(d3x761)+1*(d3x772)+-1*(d3x773)+1*(d3x789)+1*(d3x996)+1*(d3x1013)+1*(d3x1043), d4x871->-1*(d3x678)+-1*(d3x762)+1*(d3x776)+1*(d3x778)+-1*(d3x795)+-1*(d3x997)+1*(d3x1014)+1*(d3x1047), d4x872->-1*(d3x679)+1*(d3x762)+-1*(d3x777)+1*(d3x779)+1*(d3x796)+-1*(d3x998)+-1*(d3x1015)+1*(d3x1048), d4x873->-1*(d3x680)+1*(d3x763)+1*(d3x777)+-1*(d3x780)+1*(d3x797)+1*(d3x999)+1*(d3x1014)+1*(d3x1049), d4x874->-1*(d3x684)+1*(d3x764)+1*(d3x779)+-1*(d3x780)+1*(d3x800)+1*(d3x996)+1*(d3x1016)+1*(d3x1054), d4x875->-1*(d3x693)+1*(d3x747)+1*(d3x765)+1*(d3x766)+1*(d3x781)+1*(d3x1000)+-1*(d3x1017)+1*(d3x1063), d4x876->-1*(d3x685)+1*(d3x753)+1*(d3x768)+1*(d3x782)+1*(d3x1001)+-1*(d3x1018)+1*(d3x1070), d4x877->-1*(d3x688)+1*(d3x1002)+-1*(d3x1019)+1*(d3x1074), d4x878->-1*(d3x690)+1*(d3x769)+1*(d3x770)+1*(d3x783)+1*(d3x1000)+-1*(d3x1020)+1*(d3x1080), d4x879->-1*(d3x694)+-1*(d3x771)+-1*(d3x772)+1*(d3x784)+1*(d3x788)+1*(d3x1003)+1*(d3x1017)+1*(d3x1082), d4x880->-1*(d3x693)+1*(d3x775)+1*(d3x776)+1*(d3x785)+1*(d3x791)+1*(d3x1004)+-1*(d3x1018)+1*(d3x1091), d4x881->-1*(d3x694)+-1*(d3x775)+-1*(d3x777)+1*(d3x786)+1*(d3x792)+1*(d3x1005)+1*(d3x1018)+1*(d3x1092), d4x882->-1*(d3x699)+-1*(d3x776)+-1*(d3x777)+1*(d3x787)+1*(d3x798)+1*(d3x1006)+-1*(d3x1019)+1*(d3x1095), d4x883->-1*(d3x700)+-1*(d3x778)+-1*(d3x779)+1*(d3x787)+1*(d3x799)+1*(d3x1003)+1*(d3x1020)+1*(d3x1098), d4x884->-1*(d3x701)+-1*(d3x760)+1*(d3x783)+1*(d3x1007)+1*(d3x1021)+1*(d3x1104), d4x885->-1*(d3x705)+1*(d3x785)+1*(d3x786)+1*(d3x787)+1*(d3x793)+1*(d3x1008)+-1*(d3x1021)+1*(d3x1112), d4x886->-1*(d3x710)+1*(d3x791)+1*(d3x792)+1*(d3x793)+1*(d3x798)+1*(d3x1010)+-1*(d3x1012)+1*(d3x1121), d4x887->-1*(d3x714)+1*(d3x793)+1*(d3x796)+-1*(d3x797)+1*(d3x800)+-1*(d3x1013)+1*(d3x1016)+1*(d3x1125), d4x888->-1*(d3x718)+-1*(d3x795)+-1*(d3x796)+1*(d3x798)+1*(d3x799)+-1*(d3x1017)+1*(d3x1020)+1*(d3x1129), d4x889->1*(d3x673)+-1*(d3x756)+1*(d3x804)+1*(d3x805)+1*(d3x806)+-1*(d3x1022)+-1*(d3x1024), d4x890->1*(d3x696)+-1*(d3x774)+1*(d3x805)+1*(d3x806)+1*(d3x807)+1*(d3x1023)+1*(d3x1025), d4x891->1*(d3x722)+-1*(d3x724)+-1*(d3x812)+-1*(d3x815)+-1*(d3x1027)+1*(d3x1029), d4x892->1*(d3x721)+-1*(d3x725)+-1*(d3x812)+-1*(d3x816)+-1*(d3x1028)+1*(d3x1030), d4x893->1*(d3x722)+-1*(d3x726)+-1*(d3x813)+-1*(d3x817)+-1*(d3x1028)+-1*(d3x1031), d4x894->1*(d3x724)+-1*(d3x726)+-1*(d3x814)+-1*(d3x818)+-1*(d3x1030)+-1*(d3x1031), d4x895->1*(d3x727)+-1*(d3x730)+-1*(d3x815)+-1*(d3x816)+1*(d3x1026)+1*(d3x1032), d4x896->1*(d3x733)+-1*(d3x737)+1*(d3x815)+1*(d3x819)+1*(d3x834)+1*(d3x912)+-1*(d3x1033)+1*(d3x1036), d4x897->1*(d3x731)+-1*(d3x738)+1*(d3x816)+1*(d3x820)+1*(d3x837)+1*(d3x915)+-1*(d3x1034)+1*(d3x1037), d4x898->1*(d3x732)+-1*(d3x739)+1*(d3x816)+1*(d3x819)+1*(d3x842)+1*(d3x916)+-1*(d3x1035)+-1*(d3x1038), d4x899->1*(d3x733)+-1*(d3x740)+1*(d3x817)+1*(d3x821)+1*(d3x846)+1*(d3x918)+-1*(d3x1034)+-1*(d3x1039), d4x900->1*(d3x737)+-1*(d3x740)+1*(d3x818)+1*(d3x822)+1*(d3x880)+1*(d3x935)+-1*(d3x1037)+-1*(d3x1039), d4x901->1*(d3x741)+-1*(d3x744)+1*(d3x819)+1*(d3x820)+1*(d3x836)+-1*(d3x1040)+-1*(d3x1041), d4x902->1*(d3x745)+-1*(d3x755)+1*(d3x825)+-1*(d3x827)+1*(d3x829)+1*(d3x947)+-1*(d3x1022)+1*(d3x1042), d4x903->1*(d3x745)+-1*(d3x759)+1*(d3x826)+-1*(d3x828)+1*(d3x830)+1*(d3x948)+-1*(d3x1022)+-1*(d3x1043), d4x904->1*(d3x746)+-1*(d3x773)+1*(d3x827)+-1*(d3x829)+-1*(d3x835)+1*(d3x957)+-1*(d3x1023)+1*(d3x1044), d4x905->1*(d3x746)+-1*(d3x780)+1*(d3x828)+-1*(d3x830)+-1*(d3x845)+1*(d3x959)+-1*(d3x1023)+-1*(d3x1045), d4x906->1*(d3x747)+-1*(d3x790)+1*(d3x836)+1*(d3x837)+1*(d3x842)+1*(d3x975)+-1*(d3x1024)+1*(d3x1042), d4x907->1*(d3x747)+-1*(d3x791)+-1*(d3x838)+-1*(d3x841)+1*(d3x843)+1*(d3x976)+-1*(d3x1024)+1*(d3x1043), d4x908->1*(d3x748)+-1*(d3x794)+-1*(d3x834)+-1*(d3x836)+-1*(d3x842)+1*(d3x977)+-1*(d3x1025)+1*(d3x1044), d4x909->1*(d3x748)+-1*(d3x795)+1*(d3x841)+-1*(d3x843)+1*(d3x844)+1*(d3x980)+-1*(d3x1025)+1*(d3x1045), d4x910->1*(d3x749)+-1*(d3x762)+-1*(d3x841)+-1*(d3x852)+1*(d3x853)+-1*(d3x1024)+1*(d3x1026)+1*(d3x1046), d4x911->1*(d3x751)+-1*(d3x754)+-1*(d3x851)+-1*(d3x854)+1*(d3x867)+-1*(d3x1027)+1*(d3x1033)+1*(d3x1047), d4x912->1*(d3x751)+-1*(d3x757)+-1*(d3x852)+-1*(d3x855)+1*(d3x868)+-1*(d3x1028)+1*(d3x1034)+-1*(d3x1048), d4x913->1*(d3x752)+-1*(d3x758)+-1*(d3x853)+-1*(d3x855)+1*(d3x869)+-1*(d3x1027)+1*(d3x1035)+1*(d3x1049), d4x914->1*(d3x860)+1*(d3x863)+1*(d3x870)+-1*(d3x1029)+1*(d3x1036)+-1*(d3x1047), d4x915->1*(d3x754)+-1*(d3x757)+-1*(d3x861)+-1*(d3x864)+1*(d3x871)+-1*(d3x1030)+1*(d3x1037)+-1*(d3x1048), d4x916->1*(d3x755)+-1*(d3x759)+1*(d3x861)+-1*(d3x865)+1*(d3x872)+-1*(d3x1029)+1*(d3x1038)+-1*(d3x1049), d4x917->-1*(d3x756)+1*(d3x862)+1*(d3x866)+1*(d3x873)+-1*(d3x1031)+1*(d3x1039)+-1*(d3x1048), d4x918->1*(d3x761)+-1*(d3x763)+-1*(d3x864)+-1*(d3x865)+1*(d3x876)+-1*(d3x1032)+1*(d3x1042)+1*(d3x1046), d4x919->1*(d3x765)+-1*(d3x771)+1*(d3x833)+1*(d3x851)+-1*(d3x867)+-1*(d3x1033)+1*(d3x1050)+1*(d3x1061), d4x920->1*(d3x765)+-1*(d3x775)+1*(d3x838)+1*(d3x852)+-1*(d3x868)+-1*(d3x1034)+-1*(d3x1051)+1*(d3x1064), d4x921->1*(d3x766)+-1*(d3x776)+1*(d3x843)+1*(d3x852)+-1*(d3x869)+-1*(d3x1035)+-1*(d3x1052)+1*(d3x1066), d4x922->1*(d3x767)+-1*(d3x778)+1*(d3x844)+1*(d3x853)+-1*(d3x869)+-1*(d3x1033)+1*(d3x1053)+1*(d3x1068), d4x923->1*(d3x863)+1*(d3x870)+1*(d3x874)+1*(d3x1036)+1*(d3x1050)+1*(d3x1083), d4x924->1*(d3x771)+-1*(d3x775)+1*(d3x864)+-1*(d3x871)+1*(d3x875)+-1*(d3x1037)+-1*(d3x1051)+1*(d3x1085), d4x925->1*(d3x772)+-1*(d3x777)+-1*(d3x864)+-1*(d3x872)+1*(d3x877)+-1*(d3x1038)+1*(d3x1052)+-1*(d3x1087), d4x926->1*(d3x773)+-1*(d3x780)+1*(d3x865)+-1*(d3x872)+-1*(d3x879)+-1*(d3x1036)+-1*(d3x1053)+1*(d3x1088), d4x927->-1*(d3x774)+1*(d3x866)+1*(d3x873)+1*(d3x881)+1*(d3x1039)+1*(d3x1051)+1*(d3x1089), d4x928->1*(d3x781)+-1*(d3x785)+-1*(d3x841)+-1*(d3x868)+1*(d3x869)+1*(d3x1040)+1*(d3x1054)+1*(d3x1102), d4x929->1*(d3x784)+-1*(d3x786)+1*(d3x871)+1*(d3x872)+-1*(d3x876)+1*(d3x1041)+-1*(d3x1054)+1*(d3x1110), d4x930->1*(d3x788)+-1*(d3x792)+1*(d3x875)+-1*(d3x876)+1*(d3x877)+-1*(d3x1042)+-1*(d3x1043)+1*(d3x1115), d4x931->1*(d3x789)+-1*(d3x797)+1*(d3x876)+-1*(d3x877)+-1*(d3x879)+-1*(d3x1044)+-1*(d3x1045)+1*(d3x1116), d4x932->1*(d3x790)+-1*(d3x791)+-1*(d3x884)+-1*(d3x885)+1*(d3x888)+-1*(d3x1047)+1*(d3x1049)+1*(d3x1124), d4x933->1*(d3x794)+-1*(d3x795)+1*(d3x878)+1*(d3x884)+-1*(d3x888)+-1*(d3x1050)+1*(d3x1053)+1*(d3x1127), d4x934->-1*(d3x653)+-1*(d3x823)+1*(d3x1055)+1*(d3x1062), d4x935->-1*(d3x654)+-1*(d3x824)+1*(d3x1055)+-1*(d3x1061), d4x936->-1*(d3x667)+-1*(d3x802)+1*(d3x808)+-1*(d3x839)+1*(d3x1056)+1*(d3x1063), d4x937->-1*(d3x677)+1*(d3x802)+-1*(d3x808)+-1*(d3x849)+-1*(d3x1057)+-1*(d3x1064), d4x938->-1*(d3x688)+-1*(d3x858)+1*(d3x1058)+1*(d3x1067), d4x939->-1*(d3x689)+-1*(d3x860)+1*(d3x1058)+1*(d3x1066), d4x940->-1*(d3x691)+-1*(d3x863)+-1*(d3x896)+1*(d3x897)+1*(d3x1059)+-1*(d3x1065), d4x941->-1*(d3x704)+-1*(d3x870)+1*(d3x896)+-1*(d3x897)+-1*(d3x1060)+1*(d3x1068), d4x942->-1*(d3x708)+-1*(d3x874)+1*(d3x1061)+1*(d3x1062), d4x943->-1*(d3x717)+-1*(d3x886)+-1*(d3x1066)+1*(d3x1067), d4x944->1*(d3x760)+-1*(d3x801)+1*(d3x848)+1*(d3x1069)+1*(d3x1071), d4x945->1*(d3x768)+-1*(d3x803)+1*(d3x856)+1*(d3x1070)+1*(d3x1072), d4x946->1*(d3x809)+-1*(d3x810)+1*(d3x812)+1*(d3x901)+-1*(d3x1075)+1*(d3x1076), d4x947->1*(d3x809)+-1*(d3x811)+1*(d3x813)+1*(d3x902)+-1*(d3x1075)+-1*(d3x1077), d4x948->1*(d3x810)+-1*(d3x811)+1*(d3x814)+1*(d3x903)+-1*(d3x1076)+-1*(d3x1077), d4x949->1*(d3x812)+1*(d3x813)+-1*(d3x814)+1*(d3x904)+1*(d3x1074)+1*(d3x1078), d4x950->1*(d3x815)+1*(d3x817)+-1*(d3x818)+1*(d3x904)+-1*(d3x1073)+1*(d3x1079), d4x951->1*(d3x819)+1*(d3x821)+-1*(d3x822)+1*(d3x904)+-1*(d3x914)+-1*(d3x1080)+1*(d3x1081), d4x952->1*(d3x823)+1*(d3x940)+-1*(d3x1055)+1*(d3x1083), d4x953->1*(d3x823)+1*(d3x943)+-1*(d3x1056)+-1*(d3x1084), d4x954->1*(d3x824)+1*(d3x945)+-1*(d3x1056)+1*(d3x1082), d4x955->1*(d3x824)+-1*(d3x839)+-1*(d3x849)+-1*(d3x949)+-1*(d3x1057)+-1*(d3x1085), d4x956->1*(d3x825)+1*(d3x826)+-1*(d3x861)+1*(d3x954)+1*(d3x1058)+1*(d3x1087), d4x957->1*(d3x827)+1*(d3x828)+-1*(d3x865)+1*(d3x909)+-1*(d3x913)+1*(d3x956)+1*(d3x1059)+1*(d3x1086), d4x958->1*(d3x829)+1*(d3x830)+-1*(d3x872)+1*(d3x909)+-1*(d3x913)+1*(d3x964)+1*(d3x1060)+1*(d3x1088), d4x959->-1*(d3x831)+1*(d3x832)+1*(d3x967)+-1*(d3x1057)+1*(d3x1089), d4x960->1*(d3x833)+1*(d3x838)+-1*(d3x875)+1*(d3x969)+1*(d3x1063)+1*(d3x1082), d4x961->1*(d3x834)+1*(d3x844)+-1*(d3x878)+1*(d3x970)+1*(d3x1061)+1*(d3x1083), d4x962->1*(d3x835)+1*(d3x845)+-1*(d3x879)+1*(d3x971)+1*(d3x1062)+1*(d3x1083), d4x963->1*(d3x834)+1*(d3x846)+-1*(d3x880)+1*(d3x972)+1*(d3x1063)+1*(d3x1084), d4x964->1*(d3x833)+1*(d3x837)+-1*(d3x882)+1*(d3x973)+1*(d3x1064)+-1*(d3x1085), d4x965->1*(d3x836)+1*(d3x841)+-1*(d3x884)+-1*(d3x912)+1*(d3x916)+-1*(d3x977)+1*(d3x1065)+1*(d3x1086), d4x966->1*(d3x837)+1*(d3x838)+-1*(d3x885)+1*(d3x978)+1*(d3x1066)+1*(d3x1087), d4x967->1*(d3x839)+1*(d3x840)+-1*(d3x887)+1*(d3x979)+-1*(d3x1067)+1*(d3x1087), d4x968->1*(d3x842)+1*(d3x843)+-1*(d3x888)+-1*(d3x912)+1*(d3x916)+1*(d3x982)+1*(d3x1068)+1*(d3x1088), d4x969->1*(d3x844)+1*(d3x846)+-1*(d3x889)+1*(d3x985)+1*(d3x1064)+-1*(d3x1089), d4x970->-1*(d3x823)+-1*(d3x987)+1*(d3x1069)+1*(d3x1090), d4x971->-1*(d3x825)+1*(d3x847)+1*(d3x854)+1*(d3x994)+-1*(d3x1070)+-1*(d3x1091), d4x972->-1*(d3x826)+1*(d3x847)+1*(d3x855)+1*(d3x995)+-1*(d3x1070)+1*(d3x1092), d4x973->-1*(d3x831)+1*(d3x848)+1*(d3x1007)+-1*(d3x1069)+1*(d3x1093), d4x974->-1*(d3x835)+1*(d3x850)+1*(d3x883)+1*(d3x1012)+-1*(d3x1071)+-1*(d3x1090), d4x975->-1*(d3x839)+-1*(d3x849)+1*(d3x886)+-1*(d3x1014)+1*(d3x1072)+1*(d3x1091), d4x976->-1*(d3x840)+1*(d3x849)+1*(d3x887)+1*(d3x1015)+-1*(d3x1072)+1*(d3x1092), d4x977->-1*(d3x845)+1*(d3x850)+1*(d3x890)+1*(d3x1021)+-1*(d3x1071)+1*(d3x1093), d4x978->1*(d3x851)+1*(d3x852)+-1*(d3x864)+1*(d3x911)+-1*(d3x927)+1*(d3x1063)+1*(d3x1073)+1*(d3x1094), d4x979->1*(d3x854)+1*(d3x855)+-1*(d3x861)+1*(d3x1073)+1*(d3x1074)+1*(d3x1095), d4x980->-1*(d3x858)+1*(d3x1096), d4x981->1*(d3x856)+-1*(d3x857)+-1*(d3x1097), d4x982->1*(d3x858)+-1*(d3x1097), d4x983->-1*(d3x857)+1*(d3x859)+1*(d3x1097), d4x984->1*(d3x858)+-1*(d3x1096), d4x985->1*(d3x860)+-1*(d3x1078)+1*(d3x1079)+-1*(d3x1095), d4x986->1*(d3x863)+-1*(d3x933)+1*(d3x934)+-1*(d3x1079)+1*(d3x1084)+1*(d3x1094), d4x987->1*(d3x867)+1*(d3x868)+-1*(d3x871)+1*(d3x911)+-1*(d3x927)+1*(d3x1080)+1*(d3x1098)+1*(d3x1101), d4x988->1*(d3x870)+1*(d3x933)+-1*(d3x934)+1*(d3x1081)+-1*(d3x1098)+1*(d3x1109), d4x989->1*(d3x874)+-1*(d3x1082)+-1*(d3x1084)+1*(d3x1114), d4x990->1*(d3x878)+1*(d3x880)+-1*(d3x889)+1*(d3x1085)+-1*(d3x1089)+1*(d3x1118), d4x991->-1*(d3x875)+1*(d3x882)+1*(d3x885)+1*(d3x1091)+1*(d3x1092)+1*(d3x1120), d4x992->-1*(d3x879)+1*(d3x883)+1*(d3x890)+1*(d3x1090)+1*(d3x1093)+1*(d3x1122), d4x993->1*(d3x886)+1*(d3x1095)+-1*(d3x1096)+1*(d3x1128), d4x994->1*(d3x655)+1*(d3x892)+1*(d3x893)+1*(d3x894)+-1*(d3x908)+1*(d3x1099)+1*(d3x1101), d4x995->1*(d3x683)+1*(d3x893)+1*(d3x894)+1*(d3x898)+-1*(d3x924)+-1*(d3x1100)+-1*(d3x1102), d4x996->-1*(d3x750)+-1*(d3x891)+1*(d3x919)+-1*(d3x1103)+1*(d3x1105), d4x997->-1*(d3x783)+-1*(d3x895)+1*(d3x928)+1*(d3x1104)+-1*(d3x1106), d4x998->1*(d3x901)+1*(d3x902)+-1*(d3x903)+1*(d3x904)+1*(d3x1107)+1*(d3x1108), d4x999->1*(d3x905)+1*(d3x906)+1*(d3x941)+1*(d3x1099)+-1*(d3x1109), d4x1000->1*(d3x907)+-1*(d3x908)+-1*(d3x917)+-1*(d3x925)+1*(d3x952)+1*(d3x1100)+-1*(d3x1110), d4x1001->1*(d3x912)+1*(d3x914)+1*(d3x918)+-1*(d3x935)+-1*(d3x972)+-1*(d3x1101)+1*(d3x1109), d4x1002->1*(d3x911)+1*(d3x915)+1*(d3x916)+-1*(d3x936)+1*(d3x975)+-1*(d3x1102)+-1*(d3x1110), d4x1003->-1*(d3x905)+-1*(d3x919)+1*(d3x988)+-1*(d3x1103)+1*(d3x1111), d4x1004->-1*(d3x909)+1*(d3x920)+1*(d3x921)+1*(d3x927)+-1*(d3x1000)+1*(d3x1104)+-1*(d3x1112), d4x1005->-1*(d3x913)+1*(d3x923)+1*(d3x926)+1*(d3x937)+-1*(d3x1011)+1*(d3x1105)+-1*(d3x1111), d4x1006->-1*(d3x917)+-1*(d3x924)+-1*(d3x925)+1*(d3x938)+1*(d3x1020)+-1*(d3x1106)+1*(d3x1112), d4x1007->-1*(d3x928)+-1*(d3x930)+2*(d3x1107)+1*(d3x1113), d4x1008->1*(d3x930)+1*(d3x932)+2*(d3x1108)+-1*(d3x1113), d4x1009->1*(d3x939)+1*(d3x940)+1*(d3x943)+-1*(d3x1114), d4x1010->1*(d3x942)+-1*(d3x943)+-1*(d3x945)+-1*(d3x1114), d4x1011->1*(d3x939)+-1*(d3x946)+-1*(d3x947)+-1*(d3x948)+-1*(d3x950)+-1*(d3x958)+-1*(d3x998)+1*(d3x1115), d4x1012->1*(d3x945)+-1*(d3x949)+1*(d3x951)+-1*(d3x979)+-1*(d3x1015)+-1*(d3x1115), d4x1013->1*(d3x947)+1*(d3x948)+1*(d3x954)+1*(d3x955)+-1*(d3x956)+1*(d3x964)+-1*(d3x1038)+1*(d3x1116), d4x1014->1*(d3x950)+1*(d3x951)+-1*(d3x957)+1*(d3x958)+-1*(d3x959)+1*(d3x983)+-1*(d3x1052)+1*(d3x1116), d4x1015->-1*(d3x942)+1*(d3x955)+1*(d3x960)+-1*(d3x961)+-1*(d3x1060)+-1*(d3x1117), d4x1016->1*(d3x956)+1*(d3x957)+1*(d3x959)+1*(d3x963)+-1*(d3x964)+-1*(d3x971)+-1*(d3x1088)+1*(d3x1117), d4x1017->1*(d3x949)+1*(d3x961)+1*(d3x965)+-1*(d3x967)+-1*(d3x1105)+-1*(d3x1118), d4x1018->1*(d3x963)+-1*(d3x965)+-1*(d3x968)+-1*(d3x974)+-1*(d3x1111)+-1*(d3x1118), d4x1019->-1*(d3x969)+1*(d3x970)+1*(d3x972)+1*(d3x985)+1*(d3x1114)+-1*(d3x1118), d4x1020->1*(d3x969)+1*(d3x973)+-1*(d3x976)+1*(d3x978)+-1*(d3x1115)+-1*(d3x1120), d4x1021->1*(d3x975)+1*(d3x976)+1*(d3x977)+1*(d3x978)+1*(d3x980)+1*(d3x982)+1*(d3x1116)+-1*(d3x1124), d4x1022->-1*(d3x970)+1*(d3x980)+1*(d3x981)+-1*(d3x982)+1*(d3x1117)+-1*(d3x1127), d4x1023->1*(d3x973)+1*(d3x981)+1*(d3x984)+-1*(d3x985)+1*(d3x1118)+-1*(d3x1132), d4x1024->-1*(d3x940)+-1*(d3x986)+-1*(d3x987)+1*(d3x1119), d4x1025->-1*(d3x942)+-1*(d3x989)+1*(d3x990)+1*(d3x991)+1*(d3x992)+-1*(d3x1119), d4x1026->-1*(d3x946)+1*(d3x986)+1*(d3x994)+1*(d3x995)+1*(d3x1026)+1*(d3x1120), d4x1027->-1*(d3x949)+1*(d3x992)+1*(d3x996)+1*(d3x998)+-1*(d3x999)+1*(d3x1013)+1*(d3x1046)+1*(d3x1120), d4x1028->-1*(d3x954)+1*(d3x994)+1*(d3x995)+1*(d3x1002)+1*(d3x1073)+-1*(d3x1121), d4x1029->-1*(d3x958)+-1*(d3x997)+-1*(d3x998)+1*(d3x1003)+1*(d3x1006)+1*(d3x1017)+1*(d3x1094)+1*(d3x1121), d4x1030->-1*(d3x960)+1*(d3x987)+1*(d3x1002)+1*(d3x1007)+1*(d3x1104)+1*(d3x1122), d4x1031->-1*(d3x964)+1*(d3x1004)+1*(d3x1005)+1*(d3x1006)+1*(d3x1008)+-1*(d3x1010)+1*(d3x1112)+-1*(d3x1122), d4x1032->-1*(d3x971)+1*(d3x1009)+1*(d3x1012)+1*(d3x1021)+-1*(d3x1119)+1*(d3x1122), d4x1033->-1*(d3x974)+1*(d3x1009)+1*(d3x1014)+1*(d3x1015)+1*(d3x1120)+1*(d3x1123), d4x1034->-1*(d3x979)+-1*(d3x1014)+-1*(d3x1015)+-1*(d3x1019)+1*(d3x1121)+1*(d3x1128), d4x1035->-1*(d3x983)+1*(d3x1012)+1*(d3x1019)+1*(d3x1021)+1*(d3x1122)+1*(d3x1133), d4x1036->1*(d3x987)+-1*(d3x990)+-1*(d3x1026)+-1*(d3x1027)+-1*(d3x1028)+1*(d3x1123), d4x1037->1*(d3x989)+-1*(d3x991)+-1*(d3x1029)+1*(d3x1030)+-1*(d3x1032)+-1*(d3x1123), d4x1038->1*(d3x993)+-1*(d3x997)+1*(d3x1025)+1*(d3x1026)+-1*(d3x1033)+-1*(d3x1035)+1*(d3x1065)+1*(d3x1124), d4x1039->1*(d3x996)+-1*(d3x999)+1*(d3x1032)+-1*(d3x1036)+-1*(d3x1038)+1*(d3x1044)+1*(d3x1086)+-1*(d3x1124), d4x1040->1*(d3x1000)+-1*(d3x1004)+1*(d3x1024)+-1*(d3x1034)+1*(d3x1035)+1*(d3x1040)+1*(d3x1102)+1*(d3x1125), d4x1041->1*(d3x1003)+-1*(d3x1005)+1*(d3x1037)+1*(d3x1038)+1*(d3x1041)+1*(d3x1042)+1*(d3x1110)+-1*(d3x1125), d4x1042->1*(d3x1010)+-1*(d3x1011)+-1*(d3x1046)+-1*(d3x1048)+-1*(d3x1049)+1*(d3x1054)+-1*(d3x1123)+1*(d3x1125), d4x1043->1*(d3x1013)+-1*(d3x1014)+1*(d3x1045)+1*(d3x1046)+-1*(d3x1052)+-1*(d3x1053)+-1*(d3x1124)+1*(d3x1126), d4x1044->1*(d3x1017)+-1*(d3x1018)+1*(d3x1043)+-1*(d3x1051)+1*(d3x1052)+-1*(d3x1054)+-1*(d3x1125)+1*(d3x1131), d4x1045->-1*(d3x955)+-1*(d3x1029)+1*(d3x1058)+-1*(d3x1059)+1*(d3x1060)+1*(d3x1126), d4x1046->-1*(d3x963)+-1*(d3x1036)+1*(d3x1059)+-1*(d3x1060)+-1*(d3x1062)+1*(d3x1127), d4x1047->-1*(d3x980)+-1*(d3x1047)+1*(d3x1065)+1*(d3x1066)+1*(d3x1068)+1*(d3x1126), d4x1048->-1*(d3x981)+-1*(d3x1050)+-1*(d3x1061)+-1*(d3x1065)+-1*(d3x1068)+1*(d3x1127), d4x1049->1*(d3x1027)+1*(d3x1028)+-1*(d3x1030)+1*(d3x1073)+1*(d3x1074)+1*(d3x1128), d4x1050->1*(d3x1029)+-1*(d3x1078)+-1*(d3x1079)+-1*(d3x1128), d4x1051->1*(d3x1033)+1*(d3x1034)+-1*(d3x1037)+-1*(d3x1063)+-1*(d3x1073)+1*(d3x1080)+1*(d3x1101)+1*(d3x1129), d4x1052->1*(d3x1036)+1*(d3x1079)+1*(d3x1081)+1*(d3x1084)+1*(d3x1109)+-1*(d3x1129), d4x1053->1*(d3x1042)+1*(d3x1043)+-1*(d3x1049)+-1*(d3x1086)+1*(d3x1087)+-1*(d3x1088)+1*(d3x1116)+1*(d3x1126), d4x1054->1*(d3x1044)+1*(d3x1045)+-1*(d3x1053)+-1*(d3x1083)+1*(d3x1086)+1*(d3x1088)+1*(d3x1117)+1*(d3x1127), d4x1055->1*(d3x1047)+-1*(d3x1094)+-1*(d3x1095)+1*(d3x1098)+-1*(d3x1128)+1*(d3x1129), d4x1056->1*(d3x1050)+1*(d3x1082)+1*(d3x1094)+-1*(d3x1098)+-1*(d3x1129)+1*(d3x1130), d4x1057->-1*(d3x939)+1*(d3x1055)+-1*(d3x1056)+-1*(d3x1130), d4x1058->-1*(d3x951)+1*(d3x1056)+-1*(d3x1057)+-1*(d3x1067)+-1*(d3x1072)+-1*(d3x1131), d4x1059->1*(d3x969)+1*(d3x1061)+1*(d3x1063)+1*(d3x1064)+-1*(d3x1085)+1*(d3x1130), d4x1060->1*(d3x976)+1*(d3x1063)+1*(d3x1064)+1*(d3x1066)+-1*(d3x1091)+-1*(d3x1131), d4x1061->1*(d3x986)+-1*(d3x1055)+1*(d3x1069)+1*(d3x1132), d4x1062->-1*(d3x1002)+-1*(d3x1058)+1*(d3x1074)+-1*(d3x1133), d4x1063->-1*(d3x1009)+-1*(d3x1062)+1*(d3x1090)+-1*(d3x1132), d4x1064->1*(d3x1019)+-1*(d3x1067)+1*(d3x1096)+1*(d3x1133), d4x1065->-1*(d3x1074)+-1*(d3x1076)+1*(d3x1107)+1*(d3x1134), d4x1066->1*(d3x1076)+1*(d3x1078)+1*(d3x1108)+-1*(d3x1134), d4x1067->1*(d3x1083)+1*(d3x1084)+1*(d3x1114)+1*(d3x1130), d4x1068->1*(d3x1082)+-1*(d3x1085)+-1*(d3x1087)+-1*(d3x1092)+1*(d3x1115)+1*(d3x1131), d4x1069->-1*(d3x1083)+-1*(d3x1090)+1*(d3x1119)+-1*(d3x1132), d4x1070->-1*(d3x1087)+-1*(d3x1091)+-1*(d3x1092)+1*(d3x1095)+1*(d3x1121)+-1*(d3x1133), d4x1071->1*(d3x1096)+-1*(d3x1097)>; A5:=RModule(Z,525); f5:=hom A4|d5x1->1*(d4x1)+-1*(d4x2)+1*(d4x4)+-1*(d4x48), d5x2->1*(d4x3)+1*(d4x4)+1*(d4x7)+1*(d4x9)+1*(d4x11)+-1*(d4x224), d5x3->1*(d4x8)+1*(d4x9)+1*(d4x11)+-1*(d4x12)+1*(d4x18)+1*(d4x19)+1*(d4x20)+-1*(d4x493), d5x4->1*(d4x13)+1*(d4x25)+1*(d4x26)+-1*(d4x32)+1*(d4x37)+-1*(d4x711), d5x5->1*(d4x14)+1*(d4x28)+-1*(d4x29)+1*(d4x33)+1*(d4x38)+-1*(d4x732), d5x6->1*(d4x17)+1*(d4x18)+1*(d4x19)+1*(d4x20)+1*(d4x21)+1*(d4x36)+-1*(d4x37)+-1*(d4x798), d5x7->1*(d4x22)+1*(d4x29)+1*(d4x30)+1*(d4x31)+-1*(d4x38)+1*(d4x39)+1*(d4x40)+-1*(d4x917), d5x8->1*(d4x23)+1*(d4x30)+1*(d4x31)+1*(d4x32)+1*(d4x39)+-1*(d4x41)+1*(d4x44)+-1*(d4x927), d5x9->1*(d4x24)+1*(d4x25)+1*(d4x36)+1*(d4x42)+1*(d4x44)+-1*(d4x959), d5x10->1*(d4x27)+1*(d4x28)+-1*(d4x45)+-1*(d4x983), d5x11->-1*(d4x49), d5x12->1*(d4x46)+-1*(d4x47)+1*(d4x53), d5x13->-1*(d4x2)+1*(d4x45)+1*(d4x47)+-1*(d4x58)+-1*(d4x159), d5x14->1*(d4x2)+-1*(d4x45)+-1*(d4x48)+1*(d4x63)+-1*(d4x213), d5x15->-1*(d4x49)+-1*(d4x52)+1*(d4x66)+-1*(d4x69)+-1*(d4x214), d5x16->-1*(d4x49)+-1*(d4x53)+-1*(d4x215), d5x17->-1*(d4x50)+-1*(d4x54)+1*(d4x68)+2*(d4x71)+-1*(d4x216), d5x18->-1*(d4x51)+-1*(d4x55)+1*(d4x70)+1*(d4x71)+-1*(d4x217), d5x19->-1*(d4x52)+-1*(d4x53)+-1*(d4x73)+-1*(d4x75)+-1*(d4x218), d5x20->-1*(d4x7)+1*(d4x42)+-1*(d4x56)+-1*(d4x57)+1*(d4x76)+-1*(d4x80)+-1*(d4x317), d5x21->1*(d4x7)+-1*(d4x42)+-1*(d4x61)+1*(d4x62)+-1*(d4x81)+-1*(d4x85)+-1*(d4x414), d5x22->1*(d4x66)+-1*(d4x69)+1*(d4x72)+1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x478), d5x23->-1*(d4x66)+1*(d4x70)+1*(d4x73)+-1*(d4x92)+-1*(d4x479), d5x24->-1*(d4x67)+1*(d4x68)+1*(d4x74)+1*(d4x90)+-1*(d4x93)+-1*(d4x480), d5x25->-1*(d4x69)+1*(d4x70)+1*(d4x75)+1*(d4x92)+-1*(d4x481), d5x26->-1*(d4x72)+1*(d4x73)+1*(d4x75)+1*(d4x95)+-1*(d4x96)+-1*(d4x97)+-1*(d4x482), d5x27->-1*(d4x12)+1*(d4x41)+-1*(d4x77)+1*(d4x78)+1*(d4x80)+-1*(d4x99)+-1*(d4x101)+-1*(d4x102)+-1*(d4x569), d5x28->1*(d4x12)+-1*(d4x41)+-1*(d4x82)+-1*(d4x83)+1*(d4x85)+1*(d4x104)+-1*(d4x106)+-1*(d4x107)+-1*(d4x643), d5x29->-1*(d4x108)+-1*(d4x109)+-1*(d4x116)+-1*(d4x131)+-1*(d4x704), d5x30->-1*(d4x112)+-1*(d4x113)+-1*(d4x117)+-1*(d4x139)+-1*(d4x730), d5x31->-1*(d4x86)+-1*(d4x119)+-1*(d4x120)+-1*(d4x126)+1*(d4x133)+-1*(d4x768), d5x32->-1*(d4x87)+-1*(d4x124)+-1*(d4x125)+-1*(d4x127)+1*(d4x150)+-1*(d4x777), d5x33->1*(d4x88)+1*(d4x89)+-1*(d4x91)+-1*(d4x94)+1*(d4x129)+1*(d4x131)+-1*(d4x778), d5x34->-1*(d4x88)+1*(d4x90)+1*(d4x92)+-1*(d4x95)+-1*(d4x130)+-1*(d4x132)+-1*(d4x779), d5x35->-1*(d4x89)+1*(d4x90)+1*(d4x93)+-1*(d4x96)+-1*(d4x130)+1*(d4x133)+-1*(d4x780), d5x36->-1*(d4x91)+1*(d4x92)+1*(d4x93)+-1*(d4x97)+1*(d4x132)+1*(d4x133)+-1*(d4x781), d5x37->-1*(d4x94)+-1*(d4x95)+1*(d4x96)+1*(d4x97)+-1*(d4x128)+-1*(d4x134)+-1*(d4x782), d5x38->-1*(d4x21)+1*(d4x40)+-1*(d4x98)+-1*(d4x100)+1*(d4x101)+1*(d4x102)+1*(d4x135)+-1*(d4x136)+-1*(d4x824), d5x39->1*(d4x21)+-1*(d4x40)+-1*(d4x103)+1*(d4x105)+1*(d4x106)+1*(d4x107)+-1*(d4x137)+-1*(d4x138)+-1*(d4x872), d5x40->1*(d4x113)+1*(d4x114)+1*(d4x115)+1*(d4x139)+-1*(d4x140)+-1*(d4x141)+-1*(d4x914), d5x41->1*(d4x114)+1*(d4x115)+1*(d4x116)+-1*(d4x140)+1*(d4x142)+-1*(d4x152)+-1*(d4x923), d5x42->-1*(d4x108)+1*(d4x129)+-1*(d4x143)+-1*(d4x152)+-1*(d4x952), d5x43->-1*(d4x108)+1*(d4x132)+-1*(d4x144)+-1*(d4x153)+-1*(d4x953), d5x44->-1*(d4x109)+1*(d4x134)+-1*(d4x144)+1*(d4x151)+-1*(d4x954), d5x45->-1*(d4x26)+1*(d4x33)+-1*(d4x110)+1*(d4x136)+-1*(d4x145)+-1*(d4x154)+-1*(d4x967), d5x46->1*(d4x26)+-1*(d4x33)+-1*(d4x111)+1*(d4x138)+1*(d4x146)+1*(d4x155)+-1*(d4x976), d5x47->-1*(d4x112)+1*(d4x159)+-1*(d4x982), d5x48->-1*(d4x112)+-1*(d4x158)+-1*(d4x984), d5x49->-1*(d4x113)+-1*(d4x148)+1*(d4x149)+-1*(d4x157)+-1*(d4x985), d5x50->-1*(d4x114)+-1*(d4x125)+1*(d4x126)+-1*(d4x149)+1*(d4x153)+1*(d4x156)+-1*(d4x986), d5x51->-1*(d4x115)+1*(d4x125)+-1*(d4x126)+1*(d4x150)+-1*(d4x160)+1*(d4x163)+-1*(d4x988), d5x52->-1*(d4x116)+-1*(d4x151)+-1*(d4x153)+1*(d4x165)+-1*(d4x989), d5x53->-1*(d4x117)+1*(d4x157)+-1*(d4x158)+1*(d4x166)+-1*(d4x993), d5x54->-1*(d4x118)+1*(d4x119)+1*(d4x130)+1*(d4x161)+-1*(d4x163)+-1*(d4x999), d5x55->-1*(d4x123)+1*(d4x124)+2*(d4x162)+-1*(d4x164)+-1*(d4x1008), d5x56->1*(d4x128)+-1*(d4x129)+1*(d4x132)+-1*(d4x165)+-1*(d4x1009), d5x57->-1*(d4x131)+-1*(d4x132)+-1*(d4x134)+-1*(d4x165)+-1*(d4x1010), d5x58->-1*(d4x139)+-1*(d4x148)+-1*(d4x149)+-1*(d4x166)+-1*(d4x1050), d5x59->-1*(d4x140)+1*(d4x149)+1*(d4x150)+1*(d4x153)+1*(d4x163)+-1*(d4x167)+-1*(d4x1052), d5x60->-1*(d4x141)+-1*(d4x156)+-1*(d4x157)+1*(d4x160)+-1*(d4x166)+1*(d4x167)+-1*(d4x1055), d5x61->-1*(d4x142)+1*(d4x151)+1*(d4x156)+-1*(d4x160)+-1*(d4x167)+1*(d4x168)+-1*(d4x1056), d5x62->-1*(d4x128)+-1*(d4x143)+-1*(d4x144)+-1*(d4x168)+-1*(d4x1057), d5x63->-1*(d4x147)+1*(d4x148)+1*(d4x162)+-1*(d4x169)+-1*(d4x1066), d5x64->-1*(d4x152)+1*(d4x153)+1*(d4x165)+1*(d4x168)+-1*(d4x1067), d5x65->1*(d4x158)+1*(d4x159)+-1*(d4x1071), d5x66->-1*(d4x1)+2*(d4x170)+-1*(d4x171), d5x67->-1*(d4x3)+-1*(d4x174)+-1*(d4x175)+1*(d4x179)+-1*(d4x181)+1*(d4x334), d5x68->-1*(d4x8)+-1*(d4x178)+1*(d4x179)+1*(d4x182)+1*(d4x188)+1*(d4x189)+-1*(d4x190)+1*(d4x586), d5x69->-1*(d4x13)+-1*(d4x176)+-1*(d4x192)+-1*(d4x193)+-1*(d4x198)+1*(d4x656), d5x70->-1*(d4x14)+-1*(d4x177)+-1*(d4x194)+-1*(d4x195)+-1*(d4x199)+1*(d4x657), d5x71->-1*(d4x17)+-1*(d4x187)+1*(d4x188)+1*(d4x189)+-1*(d4x191)+1*(d4x204)+1*(d4x205)+1*(d4x856), d5x72->-1*(d4x22)+-1*(d4x185)+1*(d4x195)+1*(d4x196)+1*(d4x197)+1*(d4x206)+-1*(d4x208)+1*(d4x889), d5x73->-1*(d4x23)+-1*(d4x186)+1*(d4x196)+1*(d4x197)+1*(d4x198)+-1*(d4x207)+1*(d4x209)+1*(d4x890), d5x74->-1*(d4x24)+-1*(d4x200)+1*(d4x204)+-1*(d4x210)+-1*(d4x212)+1*(d4x973), d5x75->-1*(d4x27)+-1*(d4x201)+1*(d4x213)+1*(d4x981), d5x76->1*(d4x46)+-1*(d4x47)+1*(d4x215), d5x77->1*(d4x47)+-1*(d4x48)+-1*(d4x159)+-1*(d4x213)+1*(d4x221), d5x78->1*(d4x52)+1*(d4x56)+1*(d4x61)+1*(d4x214)+-1*(d4x219)+1*(d4x225)+-1*(d4x231), d5x79->1*(d4x53)+1*(d4x57)+1*(d4x62)+1*(d4x214)+-1*(d4x220)+1*(d4x226)+1*(d4x232), d5x80->1*(d4x53)+1*(d4x58)+1*(d4x63)+1*(d4x215)+-1*(d4x221), d5x81->1*(d4x54)+1*(d4x59)+1*(d4x64)+1*(d4x216)+-1*(d4x222)+1*(d4x230)+2*(d4x234), d5x82->1*(d4x55)+1*(d4x60)+1*(d4x65)+1*(d4x217)+-1*(d4x223)+1*(d4x233)+1*(d4x234), d5x83->1*(d4x57)+1*(d4x58)+1*(d4x146)+1*(d4x218)+1*(d4x237)+-1*(d4x239)+-1*(d4x318), d5x84->1*(d4x56)+1*(d4x61)+1*(d4x143)+-1*(d4x219)+-1*(d4x240)+-1*(d4x250)+-1*(d4x412), d5x85->1*(d4x57)+1*(d4x62)+1*(d4x144)+-1*(d4x219)+-1*(d4x241)+-1*(d4x251)+-1*(d4x413), d5x86->1*(d4x58)+1*(d4x62)+1*(d4x145)+-1*(d4x220)+-1*(d4x242)+-1*(d4x252)+-1*(d4x424), d5x87->1*(d4x58)+1*(d4x63)+1*(d4x158)+-1*(d4x221)+-1*(d4x429), d5x88->1*(d4x59)+1*(d4x64)+1*(d4x164)+-1*(d4x222)+-1*(d4x249)+2*(d4x254)+-1*(d4x433), d5x89->1*(d4x60)+1*(d4x65)+1*(d4x169)+-1*(d4x223)+-1*(d4x253)+1*(d4x254)+-1*(d4x438), d5x90->1*(d4x62)+1*(d4x63)+1*(d4x146)+-1*(d4x224)+1*(d4x257)+1*(d4x259)+-1*(d4x477), d5x91->1*(d4x73)+1*(d4x76)+1*(d4x81)+1*(d4x225)+1*(d4x226)+1*(d4x266)+-1*(d4x483), d5x92->1*(d4x72)+1*(d4x77)+1*(d4x82)+1*(d4x227)+1*(d4x231)+-1*(d4x261)+-1*(d4x263)+-1*(d4x267)+-1*(d4x484), d5x93->1*(d4x73)+1*(d4x78)+1*(d4x83)+1*(d4x227)+1*(d4x232)+-1*(d4x264)+-1*(d4x265)+1*(d4x268)+-1*(d4x485), d5x94->1*(d4x74)+1*(d4x79)+1*(d4x84)+1*(d4x228)+1*(d4x229)+-1*(d4x260)+1*(d4x269)+-1*(d4x486), d5x95->1*(d4x75)+1*(d4x80)+1*(d4x85)+1*(d4x231)+1*(d4x232)+-1*(d4x266)+-1*(d4x487), d5x96->1*(d4x76)+1*(d4x78)+1*(d4x135)+1*(d4x235)+1*(d4x236)+-1*(d4x270)+1*(d4x271)+1*(d4x274)+-1*(d4x550), d5x97->1*(d4x76)+1*(d4x81)+1*(d4x128)+1*(d4x240)+-1*(d4x241)+1*(d4x285)+-1*(d4x624), d5x98->1*(d4x76)+1*(d4x83)+1*(d4x137)+1*(d4x243)+-1*(d4x244)+1*(d4x276)+1*(d4x277)+1*(d4x286)+-1*(d4x633), d5x99->1*(d4x77)+1*(d4x82)+1*(d4x142)+-1*(d4x245)+1*(d4x250)+1*(d4x278)+-1*(d4x281)+-1*(d4x287)+-1*(d4x642), d5x100->1*(d4x78)+1*(d4x83)+1*(d4x156)+1*(d4x245)+-1*(d4x251)+1*(d4x282)+1*(d4x284)+1*(d4x288)+-1*(d4x647), d5x101->1*(d4x79)+1*(d4x84)+1*(d4x161)+1*(d4x246)+-1*(d4x247)+1*(d4x275)+1*(d4x289)+-1*(d4x648), d5x102->1*(d4x80)+1*(d4x85)+1*(d4x168)+1*(d4x250)+-1*(d4x251)+1*(d4x285)+-1*(d4x654), d5x103->1*(d4x81)+1*(d4x83)+1*(d4x135)+1*(d4x255)+-1*(d4x256)+-1*(d4x290)+-1*(d4x291)+1*(d4x294)+-1*(d4x707), d5x104->1*(d4x94)+1*(d4x98)+1*(d4x103)+-1*(d4x262)+1*(d4x263)+1*(d4x267)+1*(d4x297)+-1*(d4x300)+-1*(d4x783), d5x105->1*(d4x95)+1*(d4x99)+1*(d4x104)+1*(d4x261)+-1*(d4x264)+1*(d4x266)+-1*(d4x298)+-1*(d4x301)+-1*(d4x784), d5x106->1*(d4x95)+1*(d4x100)+1*(d4x105)+1*(d4x262)+-1*(d4x265)+1*(d4x268)+-1*(d4x299)+1*(d4x302)+-1*(d4x785), d5x107->1*(d4x96)+1*(d4x101)+1*(d4x106)+1*(d4x263)+-1*(d4x265)+1*(d4x269)+-1*(d4x298)+1*(d4x303)+-1*(d4x786), d5x108->1*(d4x97)+1*(d4x102)+1*(d4x107)+1*(d4x267)+-1*(d4x268)+1*(d4x269)+1*(d4x301)+1*(d4x303)+-1*(d4x787), d5x109->1*(d4x99)+1*(d4x100)+1*(d4x154)+1*(d4x272)+-1*(d4x273)+1*(d4x274)+-1*(d4x304)+-1*(d4x305)+-1*(d4x832), d5x110->1*(d4x98)+1*(d4x103)+1*(d4x141)+1*(d4x280)+1*(d4x281)+1*(d4x287)+-1*(d4x306)+-1*(d4x310)+-1*(d4x871), d5x111->1*(d4x99)+1*(d4x104)+1*(d4x151)+1*(d4x278)+1*(d4x282)+1*(d4x285)+1*(d4x307)+1*(d4x311)+-1*(d4x879), d5x112->1*(d4x99)+1*(d4x105)+1*(d4x155)+1*(d4x279)+1*(d4x283)+1*(d4x286)+1*(d4x308)+-1*(d4x312)+-1*(d4x881), d5x113->1*(d4x100)+1*(d4x105)+1*(d4x157)+1*(d4x280)+1*(d4x284)+1*(d4x288)+1*(d4x309)+-1*(d4x313)+-1*(d4x882), d5x114->1*(d4x101)+1*(d4x106)+1*(d4x160)+1*(d4x281)+1*(d4x284)+1*(d4x289)+1*(d4x307)+1*(d4x314)+-1*(d4x883), d5x115->1*(d4x102)+1*(d4x107)+1*(d4x167)+1*(d4x287)+1*(d4x288)+1*(d4x289)+-1*(d4x311)+1*(d4x314)+-1*(d4x888), d5x116->1*(d4x104)+1*(d4x105)+1*(d4x154)+1*(d4x292)+1*(d4x293)+1*(d4x294)+-1*(d4x315)+1*(d4x316)+-1*(d4x925), d5x117->1*(d4x109)+1*(d4x110)+1*(d4x111)+1*(d4x300)+1*(d4x317)+-1*(d4x319)+-1*(d4x955), d5x118->1*(d4x110)+1*(d4x111)+1*(d4x117)+1*(d4x310)+-1*(d4x318)+1*(d4x320)+-1*(d4x975), d5x119->1*(d4x120)+1*(d4x121)+1*(d4x122)+1*(d4x295)+1*(d4x303)+1*(d4x321)+-1*(d4x323)+-1*(d4x1000), d5x120->1*(d4x121)+1*(d4x122)+1*(d4x127)+1*(d4x296)+1*(d4x314)+-1*(d4x322)+1*(d4x324)+-1*(d4x1006), d5x121->1*(d4x128)+1*(d4x135)+1*(d4x137)+1*(d4x297)+-1*(d4x298)+-1*(d4x299)+-1*(d4x301)+1*(d4x325)+-1*(d4x1011), d5x122->1*(d4x134)+1*(d4x136)+1*(d4x138)+1*(d4x300)+1*(d4x302)+-1*(d4x325)+-1*(d4x1012), d5x123->1*(d4x135)+1*(d4x137)+1*(d4x156)+1*(d4x306)+1*(d4x307)+1*(d4x309)+1*(d4x311)+1*(d4x326)+-1*(d4x1029), d5x124->1*(d4x136)+1*(d4x138)+1*(d4x166)+1*(d4x310)+-1*(d4x313)+1*(d4x326)+-1*(d4x1034), d5x125->1*(d4x144)+1*(d4x145)+1*(d4x146)+-1*(d4x302)+1*(d4x317)+-1*(d4x327)+-1*(d4x1058), d5x126->1*(d4x145)+1*(d4x146)+1*(d4x158)+1*(d4x313)+-1*(d4x318)+1*(d4x328)+-1*(d4x1064), d5x127->1*(d4x151)+1*(d4x154)+1*(d4x155)+1*(d4x319)+1*(d4x325)+1*(d4x327)+-1*(d4x1068), d5x128->1*(d4x154)+1*(d4x155)+1*(d4x157)+1*(d4x320)+1*(d4x326)+-1*(d4x328)+-1*(d4x1070), d5x129->-1*(d4x46)+1*(d4x170)+-1*(d4x329), d5x130->-1*(d4x49), d5x131->-1*(d4x50)+1*(d4x337)+2*(d4x339), d5x132->-1*(d4x51)+1*(d4x338)+1*(d4x339), d5x133->-1*(d4x49)+1*(d4x340)+-1*(d4x342), d5x134->-1*(d4x52)+-1*(d4x332)+1*(d4x333)+1*(d4x344)+-1*(d4x346), d5x135->-1*(d4x56)+-1*(d4x175)+1*(d4x210)+-1*(d4x333)+-1*(d4x348)+-1*(d4x351)+1*(d4x426), d5x136->-1*(d4x61)+1*(d4x175)+-1*(d4x210)+1*(d4x334)+1*(d4x353)+-1*(d4x356)+1*(d4x474), d5x137->-1*(d4x131)+-1*(d4x357)+1*(d4x358)+-1*(d4x365)+1*(d4x544), d5x138->-1*(d4x139)+-1*(d4x361)+-1*(d4x362)+1*(d4x366)+1*(d4x563), d5x139->-1*(d4x69)+1*(d4x340)+-1*(d4x343)+1*(d4x367)+1*(d4x368)+-1*(d4x370)+1*(d4x576), d5x140->-1*(d4x66)+1*(d4x340)+-1*(d4x344)+-1*(d4x371)+1*(d4x577), d5x141->-1*(d4x67)+1*(d4x341)+-1*(d4x345)+1*(d4x369)+-1*(d4x372)+1*(d4x578), d5x142->-1*(d4x69)+1*(d4x342)+-1*(d4x346)+1*(d4x371)+1*(d4x579), d5x143->-1*(d4x72)+1*(d4x343)+-1*(d4x344)+-1*(d4x374)+-1*(d4x375)+-1*(d4x376)+1*(d4x580), d5x144->-1*(d4x77)+-1*(d4x182)+1*(d4x209)+1*(d4x347)+-1*(d4x349)+1*(d4x378)+-1*(d4x380)+-1*(d4x381)+1*(d4x637), d5x145->-1*(d4x82)+1*(d4x182)+-1*(d4x209)+1*(d4x352)+1*(d4x354)+-1*(d4x383)+-1*(d4x385)+-1*(d4x386)+1*(d4x726), d5x146->-1*(d4x86)+1*(d4x335)+-1*(d4x387)+1*(d4x388)+-1*(d4x393)+1*(d4x746), d5x147->-1*(d4x87)+1*(d4x336)+-1*(d4x391)+-1*(d4x392)+1*(d4x394)+1*(d4x747), d5x148->-1*(d4x140)+1*(d4x362)+1*(d4x363)+1*(d4x364)+1*(d4x397)+1*(d4x399)+1*(d4x820), d5x149->-1*(d4x152)+1*(d4x363)+1*(d4x364)+1*(d4x365)+-1*(d4x398)+-1*(d4x400)+1*(d4x830), d5x150->-1*(d4x91)+1*(d4x367)+1*(d4x368)+1*(d4x373)+1*(d4x402)+1*(d4x404)+1*(d4x841), d5x151->-1*(d4x88)+1*(d4x367)+1*(d4x369)+1*(d4x374)+-1*(d4x403)+-1*(d4x405)+1*(d4x842), d5x152->-1*(d4x89)+1*(d4x368)+1*(d4x369)+1*(d4x375)+-1*(d4x403)+1*(d4x406)+1*(d4x843), d5x153->-1*(d4x91)+1*(d4x370)+1*(d4x371)+1*(d4x376)+1*(d4x405)+1*(d4x406)+1*(d4x844), d5x154->-1*(d4x94)+1*(d4x373)+1*(d4x374)+1*(d4x375)+1*(d4x401)+-1*(d4x407)+1*(d4x845), d5x155->-1*(d4x98)+-1*(d4x191)+1*(d4x208)+1*(d4x377)+1*(d4x379)+1*(d4x380)+-1*(d4x408)+-1*(d4x409)+1*(d4x866), d5x156->-1*(d4x103)+1*(d4x191)+-1*(d4x208)+1*(d4x382)+-1*(d4x384)+1*(d4x385)+1*(d4x410)+-1*(d4x411)+1*(d4x910), d5x157->-1*(d4x108)+1*(d4x357)+-1*(d4x412)+-1*(d4x419)+1*(d4x934), d5x158->-1*(d4x109)+1*(d4x358)+-1*(d4x412)+-1*(d4x418)+1*(d4x935), d5x159->-1*(d4x110)+-1*(d4x193)+1*(d4x199)+1*(d4x359)+-1*(d4x413)+1*(d4x420)+1*(d4x936), d5x160->-1*(d4x111)+1*(d4x193)+-1*(d4x199)+1*(d4x360)+1*(d4x414)+-1*(d4x421)+1*(d4x937), d5x161->-1*(d4x112)+1*(d4x361)+-1*(d4x415)+-1*(d4x424)+1*(d4x938), d5x162->-1*(d4x113)+1*(d4x362)+-1*(d4x415)+1*(d4x423)+1*(d4x939), d5x163->-1*(d4x114)+1*(d4x363)+-1*(d4x392)+1*(d4x393)+-1*(d4x416)+-1*(d4x422)+1*(d4x940), d5x164->-1*(d4x115)+1*(d4x364)+1*(d4x392)+-1*(d4x393)+1*(d4x417)+1*(d4x425)+1*(d4x941), d5x165->-1*(d4x116)+1*(d4x365)+1*(d4x418)+-1*(d4x419)+1*(d4x942), d5x166->-1*(d4x117)+1*(d4x366)+-1*(d4x423)+-1*(d4x424)+1*(d4x943), d5x167->-1*(d4x108)+1*(d4x402)+-1*(d4x426)+-1*(d4x428)+1*(d4x970), d5x168->-1*(d4x112)+-1*(d4x429)+1*(d4x980), d5x169->-1*(d4x118)+1*(d4x395)+1*(d4x403)+-1*(d4x430)+-1*(d4x432)+1*(d4x1003), d5x170->-1*(d4x123)+1*(d4x396)+2*(d4x431)+-1*(d4x433)+1*(d4x1007), d5x171->-1*(d4x129)+-1*(d4x401)+1*(d4x402)+-1*(d4x434)+1*(d4x1024), d5x172->-1*(d4x131)+1*(d4x404)+-1*(d4x405)+-1*(d4x406)+1*(d4x407)+-1*(d4x434)+1*(d4x1025), d5x173->-1*(d4x139)+1*(d4x397)+-1*(d4x415)+-1*(d4x416)+-1*(d4x417)+1*(d4x435)+1*(d4x1045), d5x174->-1*(d4x140)+1*(d4x398)+1*(d4x416)+1*(d4x417)+1*(d4x419)+1*(d4x436)+1*(d4x1046), d5x175->-1*(d4x141)+1*(d4x399)+1*(d4x422)+1*(d4x423)+1*(d4x425)+-1*(d4x435)+1*(d4x1047), d5x176->-1*(d4x142)+1*(d4x400)+-1*(d4x418)+-1*(d4x422)+-1*(d4x425)+-1*(d4x436)+1*(d4x1048), d5x177->-1*(d4x143)+1*(d4x401)+-1*(d4x426)+-1*(d4x437)+1*(d4x1061), d5x178->-1*(d4x147)+1*(d4x427)+1*(d4x431)+-1*(d4x438)+1*(d4x1065), d5x179->-1*(d4x152)+1*(d4x428)+1*(d4x434)+-1*(d4x437)+1*(d4x1069), d5x180->-1*(d4x159)+-1*(d4x429)+1*(d4x1071), d5x181->-1*(d4x171)+1*(d4x174)+2*(d4x439)+1*(d4x444)+-1*(d4x446), d5x182->1*(d4x176)+-1*(d4x205)+-1*(d4x441)+-1*(d4x442)+-1*(d4x450)+1*(d4x451)+-1*(d4x457)+1*(d4x556), d5x183->1*(d4x177)+-1*(d4x206)+-1*(d4x440)+-1*(d4x443)+-1*(d4x452)+-1*(d4x453)+1*(d4x458)+1*(d4x562), d5x184->1*(d4x178)+-1*(d4x181)+-1*(d4x447)+-1*(d4x448)+1*(d4x462)+1*(d4x463)+-1*(d4x464)+1*(d4x663), d5x185->1*(d4x185)+-1*(d4x207)+-1*(d4x449)+1*(d4x453)+1*(d4x454)+1*(d4x468)+1*(d4x470)+1*(d4x817), d5x186->1*(d4x186)+-1*(d4x212)+-1*(d4x455)+1*(d4x456)+1*(d4x457)+-1*(d4x469)+-1*(d4x471)+1*(d4x834), d5x187->1*(d4x187)+-1*(d4x190)+-1*(d4x461)+1*(d4x462)+1*(d4x465)+1*(d4x472)+1*(d4x473)+1*(d4x901), d5x188->-1*(d4x192)+1*(d4x200)+-1*(d4x459)+-1*(d4x474)+-1*(d4x476)+1*(d4x944), d5x189->-1*(d4x194)+1*(d4x201)+-1*(d4x460)+-1*(d4x475)+-1*(d4x477)+1*(d4x945), d5x190->1*(d4x214)+1*(d4x215)+1*(d4x218)+1*(d4x479)+1*(d4x481), d5x191->1*(d4x218)+-1*(d4x219)+1*(d4x220)+-1*(d4x317)+-1*(d4x414)+-1*(d4x483)+-1*(d4x487), d5x192->1*(d4x220)+1*(d4x221)+-1*(d4x224)+1*(d4x318)+-1*(d4x477)+1*(d4x490)+1*(d4x492), d5x193->1*(d4x225)+1*(d4x227)+-1*(d4x235)+1*(d4x255)+1*(d4x478)+-1*(d4x488)+1*(d4x494)+1*(d4x495)+-1*(d4x500), d5x194->1*(d4x226)+1*(d4x232)+-1*(d4x236)+1*(d4x256)+1*(d4x478)+-1*(d4x489)+1*(d4x496)+1*(d4x497)+1*(d4x501), d5x195->1*(d4x226)+1*(d4x233)+-1*(d4x237)+1*(d4x257)+1*(d4x479)+-1*(d4x490)+-1*(d4x502), d5x196->1*(d4x229)+1*(d4x230)+-1*(d4x238)+1*(d4x258)+1*(d4x480)+-1*(d4x491)+1*(d4x498)+-1*(d4x503), d5x197->1*(d4x232)+1*(d4x233)+-1*(d4x239)+1*(d4x259)+1*(d4x481)+-1*(d4x492)+1*(d4x502), d5x198->1*(d4x236)+-1*(d4x237)+1*(d4x239)+1*(d4x312)+1*(d4x482)+-1*(d4x506)+-1*(d4x507)+-1*(d4x508)+-1*(d4x560), d5x199->1*(d4x237)+1*(d4x241)+-1*(d4x242)+1*(d4x302)+-1*(d4x483)+1*(d4x519)+-1*(d4x625), d5x200->1*(d4x235)+-1*(d4x243)+1*(d4x245)+1*(d4x306)+-1*(d4x484)+1*(d4x510)+-1*(d4x512)+-1*(d4x520)+-1*(d4x632), d5x201->1*(d4x236)+-1*(d4x244)+1*(d4x251)+1*(d4x311)+-1*(d4x484)+1*(d4x513)+-1*(d4x515)+-1*(d4x521)+-1*(d4x636), d5x202->1*(d4x237)+1*(d4x244)+-1*(d4x252)+1*(d4x316)+-1*(d4x485)+1*(d4x516)+1*(d4x517)+1*(d4x522)+-1*(d4x644), d5x203->1*(d4x238)+1*(d4x247)+-1*(d4x248)+1*(d4x321)+-1*(d4x486)+1*(d4x509)+1*(d4x523)+-1*(d4x649), d5x204->1*(d4x239)+1*(d4x251)+-1*(d4x252)+1*(d4x327)+-1*(d4x487)+1*(d4x519)+-1*(d4x655), d5x205->1*(d4x240)+1*(d4x243)+-1*(d4x255)+1*(d4x297)+1*(d4x488)+-1*(d4x524)+-1*(d4x525)+-1*(d4x534)+-1*(d4x705), d5x206->1*(d4x241)+1*(d4x244)+-1*(d4x256)+1*(d4x301)+1*(d4x488)+-1*(d4x526)+-1*(d4x527)+1*(d4x535)+-1*(d4x706), d5x207->1*(d4x242)+1*(d4x252)+-1*(d4x256)+1*(d4x305)+1*(d4x489)+-1*(d4x528)+-1*(d4x529)+-1*(d4x536)+-1*(d4x719), d5x208->1*(d4x242)+1*(d4x253)+-1*(d4x257)+1*(d4x313)+1*(d4x490)+1*(d4x537)+-1*(d4x725), d5x209->1*(d4x248)+1*(d4x249)+-1*(d4x258)+1*(d4x322)+1*(d4x491)+-1*(d4x530)+1*(d4x538)+-1*(d4x740), d5x210->1*(d4x252)+1*(d4x253)+-1*(d4x259)+1*(d4x328)+1*(d4x492)+-1*(d4x537)+-1*(d4x745), d5x211->1*(d4x256)+1*(d4x257)+1*(d4x259)+-1*(d4x312)+-1*(d4x493)+1*(d4x541)+1*(d4x542)+1*(d4x543)+-1*(d4x775), d5x212->1*(d4x260)+1*(d4x264)+-1*(d4x270)+1*(d4x290)+-1*(d4x494)+-1*(d4x496)+-1*(d4x545)+-1*(d4x548)+-1*(d4x788), d5x213->1*(d4x260)+1*(d4x265)+-1*(d4x271)+1*(d4x291)+-1*(d4x495)+-1*(d4x497)+-1*(d4x545)+1*(d4x549)+-1*(d4x789), d5x214->1*(d4x261)+1*(d4x262)+-1*(d4x272)+1*(d4x292)+-1*(d4x499)+-1*(d4x500)+1*(d4x546)+-1*(d4x550)+-1*(d4x790), d5x215->1*(d4x264)+1*(d4x265)+-1*(d4x273)+1*(d4x293)+-1*(d4x499)+-1*(d4x501)+1*(d4x547)+1*(d4x551)+-1*(d4x791), d5x216->1*(d4x266)+1*(d4x268)+-1*(d4x274)+1*(d4x294)+-1*(d4x500)+-1*(d4x501)+1*(d4x548)+1*(d4x549)+-1*(d4x792), d5x217->-1*(d4x270)+1*(d4x271)+1*(d4x273)+1*(d4x304)+-1*(d4x504)+-1*(d4x505)+-1*(d4x544)+-1*(d4x552)+-1*(d4x804), d5x218->1*(d4x270)+-1*(d4x276)+1*(d4x282)+1*(d4x307)+-1*(d4x510)+1*(d4x513)+-1*(d4x553)+-1*(d4x557)+-1*(d4x861), d5x219->1*(d4x270)+-1*(d4x277)+1*(d4x283)+1*(d4x308)+-1*(d4x511)+1*(d4x514)+-1*(d4x554)+1*(d4x558)+-1*(d4x863), d5x220->1*(d4x271)+-1*(d4x277)+1*(d4x284)+1*(d4x309)+-1*(d4x512)+1*(d4x515)+-1*(d4x553)+-1*(d4x559)+-1*(d4x864), d5x221->1*(d4x272)+-1*(d4x279)+1*(d4x280)+1*(d4x320)+1*(d4x518)+-1*(d4x520)+1*(d4x555)+1*(d4x560)+-1*(d4x880), d5x222->1*(d4x273)+-1*(d4x283)+1*(d4x284)+1*(d4x324)+-1*(d4x518)+1*(d4x521)+1*(d4x556)+-1*(d4x561)+-1*(d4x885), d5x223->1*(d4x274)+-1*(d4x286)+1*(d4x288)+1*(d4x326)+-1*(d4x520)+1*(d4x521)+1*(d4x557)+-1*(d4x559)+-1*(d4x886), d5x224->1*(d4x275)+1*(d4x276)+-1*(d4x290)+1*(d4x298)+-1*(d4x524)+-1*(d4x526)+-1*(d4x562)+1*(d4x566)+-1*(d4x902), d5x225->1*(d4x275)+1*(d4x277)+-1*(d4x291)+1*(d4x299)+-1*(d4x525)+-1*(d4x527)+-1*(d4x562)+-1*(d4x567)+-1*(d4x903), d5x226->1*(d4x276)+1*(d4x277)+-1*(d4x293)+1*(d4x315)+-1*(d4x531)+-1*(d4x532)+1*(d4x563)+-1*(d4x568)+-1*(d4x916), d5x227->1*(d4x278)+1*(d4x279)+-1*(d4x292)+1*(d4x319)+-1*(d4x533)+-1*(d4x534)+-1*(d4x564)+1*(d4x569)+-1*(d4x924), d5x228->1*(d4x282)+1*(d4x283)+-1*(d4x293)+1*(d4x323)+-1*(d4x533)+-1*(d4x535)+1*(d4x565)+-1*(d4x570)+-1*(d4x929), d5x229->1*(d4x285)+1*(d4x286)+-1*(d4x294)+1*(d4x325)+-1*(d4x534)+-1*(d4x535)+-1*(d4x566)+-1*(d4x567)+-1*(d4x930), d5x230->1*(d4x290)+1*(d4x291)+1*(d4x293)+-1*(d4x304)+-1*(d4x539)+1*(d4x540)+1*(d4x571)+1*(d4x572)+-1*(d4x958), d5x231->1*(d4x298)+1*(d4x299)+-1*(d4x304)+1*(d4x315)+-1*(d4x546)+1*(d4x547)+-1*(d4x548)+1*(d4x573)+-1*(d4x1013), d5x232->1*(d4x301)+1*(d4x302)+-1*(d4x305)+1*(d4x316)+-1*(d4x549)+-1*(d4x550)+-1*(d4x551)+1*(d4x573)+-1*(d4x1014), d5x233->1*(d4x304)+-1*(d4x308)+1*(d4x309)+1*(d4x324)+-1*(d4x555)+1*(d4x556)+-1*(d4x557)+-1*(d4x574)+-1*(d4x1031), d5x234->1*(d4x305)+-1*(d4x312)+1*(d4x313)+1*(d4x328)+1*(d4x559)+1*(d4x560)+1*(d4x561)+1*(d4x574)+-1*(d4x1035), d5x235->1*(d4x307)+1*(d4x308)+-1*(d4x315)+1*(d4x323)+-1*(d4x564)+1*(d4x565)+1*(d4x566)+-1*(d4x575)+-1*(d4x1041), d5x236->1*(d4x311)+1*(d4x312)+-1*(d4x316)+1*(d4x327)+1*(d4x567)+1*(d4x569)+-1*(d4x570)+-1*(d4x575)+-1*(d4x1044), d5x237->-1*(d4x214)+-1*(d4x332)+-1*(d4x333)+1*(d4x577)+-1*(d4x579), d5x238->-1*(d4x219)+1*(d4x333)+1*(d4x334)+1*(d4x426)+1*(d4x474)+1*(d4x582)+-1*(d4x585), d5x239->-1*(d4x231)+1*(d4x343)+1*(d4x347)+1*(d4x352)+-1*(d4x576)+1*(d4x581)+1*(d4x589)+1*(d4x591)+-1*(d4x595), d5x240->-1*(d4x225)+1*(d4x344)+1*(d4x348)+1*(d4x353)+-1*(d4x577)+1*(d4x582)+-1*(d4x596), d5x241->-1*(d4x227)+1*(d4x344)+1*(d4x349)+1*(d4x354)+-1*(d4x576)+1*(d4x583)+1*(d4x593)+1*(d4x594)+-1*(d4x597), d5x242->-1*(d4x228)+1*(d4x345)+1*(d4x350)+1*(d4x355)+-1*(d4x578)+1*(d4x584)+1*(d4x592)+-1*(d4x598), d5x243->-1*(d4x231)+1*(d4x346)+1*(d4x351)+1*(d4x356)+-1*(d4x579)+1*(d4x585)+1*(d4x596), d5x244->-1*(d4x235)+1*(d4x348)+1*(d4x349)+1*(d4x408)+-1*(d4x580)+1*(d4x600)+-1*(d4x601)+-1*(d4x603)+1*(d4x628), d5x245->-1*(d4x250)+1*(d4x347)+1*(d4x352)+1*(d4x400)+1*(d4x581)+-1*(d4x604)+1*(d4x607)+-1*(d4x614)+1*(d4x717), d5x246->-1*(d4x240)+1*(d4x348)+1*(d4x353)+1*(d4x401)+1*(d4x582)+-1*(d4x615)+1*(d4x722), d5x247->-1*(d4x243)+1*(d4x348)+1*(d4x354)+1*(d4x410)+1*(d4x583)+-1*(d4x609)+-1*(d4x610)+-1*(d4x616)+1*(d4x727), d5x248->-1*(d4x245)+1*(d4x349)+1*(d4x354)+1*(d4x422)+1*(d4x581)+-1*(d4x611)+-1*(d4x613)+-1*(d4x617)+1*(d4x735), d5x249->-1*(d4x246)+1*(d4x350)+1*(d4x355)+1*(d4x430)+1*(d4x584)+-1*(d4x608)+-1*(d4x618)+1*(d4x737), d5x250->-1*(d4x250)+1*(d4x351)+1*(d4x356)+1*(d4x437)+1*(d4x585)+-1*(d4x615)+1*(d4x744), d5x251->-1*(d4x255)+1*(d4x353)+1*(d4x354)+1*(d4x408)+1*(d4x586)+1*(d4x620)+1*(d4x621)+-1*(d4x623)+1*(d4x772), d5x252->-1*(d4x300)+1*(d4x358)+1*(d4x359)+1*(d4x360)+-1*(d4x624)+1*(d4x626)+1*(d4x799), d5x253->-1*(d4x310)+1*(d4x359)+1*(d4x360)+1*(d4x366)+1*(d4x625)+-1*(d4x627)+1*(d4x815), d5x254->-1*(d4x267)+1*(d4x373)+1*(d4x377)+1*(d4x382)+1*(d4x590)+-1*(d4x591)+-1*(d4x628)+-1*(d4x631)+1*(d4x846), d5x255->-1*(d4x261)+1*(d4x374)+1*(d4x378)+1*(d4x383)+-1*(d4x589)+1*(d4x593)+1*(d4x629)+1*(d4x632)+1*(d4x847), d5x256->-1*(d4x262)+1*(d4x374)+1*(d4x379)+1*(d4x384)+-1*(d4x590)+1*(d4x594)+1*(d4x630)+-1*(d4x633)+1*(d4x848), d5x257->-1*(d4x263)+1*(d4x375)+1*(d4x380)+1*(d4x385)+-1*(d4x591)+1*(d4x594)+1*(d4x629)+-1*(d4x634)+1*(d4x849), d5x258->-1*(d4x267)+1*(d4x376)+1*(d4x381)+1*(d4x386)+-1*(d4x595)+1*(d4x597)+-1*(d4x632)+-1*(d4x634)+1*(d4x850), d5x259->-1*(d4x272)+1*(d4x378)+1*(d4x379)+1*(d4x420)+-1*(d4x599)+1*(d4x602)+1*(d4x635)+1*(d4x636)+1*(d4x875), d5x260->-1*(d4x287)+1*(d4x377)+1*(d4x382)+1*(d4x399)+-1*(d4x606)+-1*(d4x607)+1*(d4x637)+-1*(d4x641)+1*(d4x909), d5x261->-1*(d4x278)+1*(d4x378)+1*(d4x383)+1*(d4x418)+-1*(d4x604)+-1*(d4x611)+-1*(d4x638)+-1*(d4x642)+1*(d4x919), d5x262->-1*(d4x279)+1*(d4x378)+1*(d4x384)+1*(d4x421)+-1*(d4x605)+-1*(d4x612)+-1*(d4x639)+1*(d4x643)+1*(d4x920), d5x263->-1*(d4x280)+1*(d4x379)+1*(d4x384)+1*(d4x423)+-1*(d4x606)+-1*(d4x613)+-1*(d4x640)+1*(d4x644)+1*(d4x921), d5x264->-1*(d4x281)+1*(d4x380)+1*(d4x385)+1*(d4x425)+-1*(d4x607)+-1*(d4x613)+-1*(d4x638)+-1*(d4x645)+1*(d4x922), d5x265->-1*(d4x287)+1*(d4x381)+1*(d4x386)+1*(d4x436)+-1*(d4x614)+-1*(d4x617)+1*(d4x642)+-1*(d4x645)+1*(d4x933), d5x266->-1*(d4x292)+1*(d4x383)+1*(d4x384)+1*(d4x420)+-1*(d4x619)+-1*(d4x622)+1*(d4x646)+-1*(d4x647)+1*(d4x978), d5x267->-1*(d4x295)+1*(d4x388)+1*(d4x389)+1*(d4x390)+-1*(d4x587)+-1*(d4x648)+1*(d4x650)+1*(d4x994), d5x268->-1*(d4x296)+1*(d4x389)+1*(d4x390)+1*(d4x394)+-1*(d4x588)+1*(d4x649)+-1*(d4x651)+1*(d4x995), d5x269->-1*(d4x297)+1*(d4x401)+1*(d4x408)+1*(d4x410)+1*(d4x628)+1*(d4x629)+1*(d4x630)+-1*(d4x652)+1*(d4x1026), d5x270->-1*(d4x300)+1*(d4x407)+1*(d4x409)+1*(d4x411)+-1*(d4x631)+-1*(d4x633)+1*(d4x634)+1*(d4x652)+1*(d4x1027), d5x271->-1*(d4x306)+1*(d4x408)+1*(d4x410)+1*(d4x422)+-1*(d4x637)+-1*(d4x638)+-1*(d4x640)+-1*(d4x653)+1*(d4x1038), d5x272->-1*(d4x310)+1*(d4x409)+1*(d4x411)+1*(d4x435)+-1*(d4x641)+1*(d4x644)+1*(d4x645)+-1*(d4x653)+1*(d4x1043), d5x273->-1*(d4x317)+-1*(d4x412)+-1*(d4x413)+-1*(d4x414)+1*(d4x624)+-1*(d4x654)+1*(d4x1057), d5x274->-1*(d4x318)+1*(d4x413)+1*(d4x414)+1*(d4x424)+1*(d4x625)+-1*(d4x655)+1*(d4x1058), d5x275->-1*(d4x319)+1*(d4x418)+1*(d4x420)+1*(d4x421)+-1*(d4x626)+-1*(d4x654)+1*(d4x1059), d5x276->-1*(d4x320)+1*(d4x420)+1*(d4x421)+1*(d4x423)+-1*(d4x627)+1*(d4x655)+1*(d4x1060), d5x277->-1*(d4x329)+1*(d4x332)+1*(d4x439)+1*(d4x658)+-1*(d4x660), d5x278->1*(d4x336)+-1*(d4x397)+1*(d4x547)+-1*(d4x656)+-1*(d4x664)+-1*(d4x665)+-1*(d4x678), d5x279->1*(d4x335)+-1*(d4x404)+1*(d4x553)+-1*(d4x657)+-1*(d4x667)+-1*(d4x669)+-1*(d4x679), d5x280->1*(d4x335)+-1*(d4x406)+1*(d4x554)+-1*(d4x657)+-1*(d4x668)+-1*(d4x670)+1*(d4x680), d5x281->1*(d4x336)+-1*(d4x417)+1*(d4x571)+-1*(d4x656)+-1*(d4x675)+1*(d4x676)+-1*(d4x681), d5x282->-1*(d4x338)+1*(d4x340)+-1*(d4x685), d5x283->-1*(d4x337)+1*(d4x341)+-1*(d4x684)+-1*(d4x686), d5x284->-1*(d4x338)+1*(d4x342)+-1*(d4x685), d5x285->1*(d4x340)+-1*(d4x342)+1*(d4x687)+1*(d4x688)+-1*(d4x689), d5x286->1*(d4x343)+-1*(d4x346)+-1*(d4x661)+1*(d4x662)+1*(d4x691)+1*(d4x692)+-1*(d4x693), d5x287->1*(d4x347)+-1*(d4x351)+-1*(d4x448)+1*(d4x471)+-1*(d4x662)+-1*(d4x695)+1*(d4x697)+-1*(d4x698)+1*(d4x720), d5x288->1*(d4x352)+-1*(d4x356)+1*(d4x448)+-1*(d4x471)+1*(d4x663)+1*(d4x700)+1*(d4x702)+-1*(d4x703)+1*(d4x771), d5x289->1*(d4x364)+-1*(d4x398)+1*(d4x665)+1*(d4x666)+1*(d4x704)+-1*(d4x712)+1*(d4x803), d5x290->1*(d4x357)+-1*(d4x405)+1*(d4x667)+1*(d4x668)+1*(d4x705)+-1*(d4x714)+1*(d4x808), d5x291->1*(d4x358)+-1*(d4x407)+1*(d4x669)+1*(d4x670)+1*(d4x705)+1*(d4x713)+1*(d4x809), d5x292->1*(d4x359)+-1*(d4x409)+-1*(d4x451)+1*(d4x458)+1*(d4x671)+1*(d4x672)+1*(d4x706)+-1*(d4x715)+1*(d4x814), d5x293->1*(d4x360)+-1*(d4x411)+1*(d4x451)+-1*(d4x458)+1*(d4x673)+1*(d4x674)+-1*(d4x707)+1*(d4x716)+1*(d4x823), d5x294->1*(d4x361)+-1*(d4x415)+1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x719)+1*(d4x826), d5x295->1*(d4x362)+-1*(d4x416)+1*(d4x665)+1*(d4x676)+-1*(d4x708)+-1*(d4x718)+1*(d4x827), d5x296->1*(d4x363)+-1*(d4x419)+1*(d4x666)+1*(d4x676)+-1*(d4x709)+1*(d4x717)+1*(d4x828), d5x297->1*(d4x363)+-1*(d4x428)+1*(d4x677)+1*(d4x679)+-1*(d4x710)+-1*(d4x720)+1*(d4x833), d5x298->1*(d4x364)+-1*(d4x432)+1*(d4x677)+1*(d4x680)+-1*(d4x711)+-1*(d4x721)+1*(d4x836), d5x299->1*(d4x365)+-1*(d4x434)+1*(d4x679)+1*(d4x680)+-1*(d4x713)+-1*(d4x714)+1*(d4x838), d5x300->1*(d4x366)+-1*(d4x435)+1*(d4x678)+1*(d4x681)+1*(d4x718)+1*(d4x719)+1*(d4x840), d5x301->-1*(d4x357)+1*(d4x402)+1*(d4x722)+-1*(d4x724)+1*(d4x857), d5x302->-1*(d4x361)+1*(d4x427)+-1*(d4x723)+1*(d4x725)+1*(d4x877), d5x303->1*(d4x368)+-1*(d4x370)+1*(d4x687)+-1*(d4x690)+1*(d4x728)+1*(d4x730)+1*(d4x891), d5x304->1*(d4x367)+-1*(d4x371)+1*(d4x687)+-1*(d4x691)+1*(d4x729)+-1*(d4x731)+1*(d4x892), d5x305->1*(d4x368)+-1*(d4x372)+1*(d4x688)+-1*(d4x692)+1*(d4x729)+-1*(d4x732)+1*(d4x893), d5x306->1*(d4x370)+-1*(d4x372)+1*(d4x689)+-1*(d4x693)+1*(d4x731)+-1*(d4x732)+1*(d4x894), d5x307->1*(d4x373)+-1*(d4x376)+1*(d4x690)+-1*(d4x691)+-1*(d4x727)+-1*(d4x733)+1*(d4x895), d5x308->1*(d4x377)+-1*(d4x381)+-1*(d4x465)+1*(d4x470)+1*(d4x694)+-1*(d4x696)+1*(d4x726)+-1*(d4x734)+1*(d4x908), d5x309->1*(d4x382)+-1*(d4x386)+1*(d4x465)+-1*(d4x470)+1*(d4x699)+1*(d4x701)+-1*(d4x735)+-1*(d4x736)+1*(d4x965), d5x310->-1*(d4x387)+1*(d4x395)+1*(d4x682)+1*(d4x737)+-1*(d4x739)+1*(d4x996), d5x311->-1*(d4x391)+1*(d4x396)+1*(d4x683)+-1*(d4x738)+1*(d4x740)+1*(d4x997), d5x312->1*(d4x397)+-1*(d4x417)+-1*(d4x704)+-1*(d4x708)+1*(d4x709)+-1*(d4x741)+1*(d4x1015), d5x313->1*(d4x398)+-1*(d4x432)+1*(d4x710)+-1*(d4x711)+1*(d4x714)+-1*(d4x742)+1*(d4x1018), d5x314->1*(d4x399)+-1*(d4x436)+1*(d4x712)+-1*(d4x717)+-1*(d4x718)+-1*(d4x741)+1*(d4x1022), d5x315->1*(d4x400)+-1*(d4x437)+1*(d4x713)+-1*(d4x720)+1*(d4x721)+-1*(d4x742)+1*(d4x1023), d5x316->1*(d4x402)+-1*(d4x405)+1*(d4x727)+1*(d4x728)+1*(d4x729)+-1*(d4x743)+1*(d4x1036), d5x317->1*(d4x404)+-1*(d4x406)+-1*(d4x730)+-1*(d4x731)+-1*(d4x733)+1*(d4x743)+1*(d4x1037), d5x318->-1*(d4x412)+1*(d4x426)+-1*(d4x722)+-1*(d4x744)+1*(d4x1061), d5x319->-1*(d4x415)+1*(d4x427)+1*(d4x723)+1*(d4x745)+1*(d4x1062), d5x320->-1*(d4x419)+1*(d4x428)+1*(d4x724)+1*(d4x744)+1*(d4x1063), d5x321->-1*(d4x424)+1*(d4x429)+-1*(d4x725)+-1*(d4x745)+1*(d4x1064), d5x322->1*(d4x440)+1*(d4x443)+-1*(d4x468)+1*(d4x545)+1*(d4x746)+-1*(d4x749)+-1*(d4x750)+-1*(d4x757), d5x323->1*(d4x441)+1*(d4x442)+-1*(d4x473)+1*(d4x565)+1*(d4x747)+-1*(d4x754)+-1*(d4x755)+-1*(d4x758), d5x324->1*(d4x444)+-1*(d4x446)+1*(d4x447)+2*(d4x748)+1*(d4x763)+1*(d4x764)+-1*(d4x765), d5x325->1*(d4x449)+1*(d4x456)+-1*(d4x469)+-1*(d4x751)+1*(d4x752)+1*(d4x768)+-1*(d4x770)+1*(d4x806), d5x326->1*(d4x454)+1*(d4x455)+-1*(d4x476)+-1*(d4x753)+1*(d4x756)+-1*(d4x769)+-1*(d4x771)+1*(d4x829), d5x327->-1*(d4x450)+1*(d4x459)+1*(d4x472)+-1*(d4x760)+-1*(d4x761)+1*(d4x772)+-1*(d4x774)+1*(d4x869), d5x328->-1*(d4x452)+1*(d4x460)+1*(d4x475)+-1*(d4x759)+-1*(d4x762)+-1*(d4x773)+1*(d4x775)+1*(d4x876), d5x329->1*(d4x461)+1*(d4x463)+-1*(d4x464)+-1*(d4x766)+-1*(d4x767)+1*(d4x776)+1*(d4x777)+1*(d4x951), d5x330->1*(d4x478)+1*(d4x479)+1*(d4x481)+-1*(d4x482)+1*(d4x779)+1*(d4x780)+1*(d4x781), d5x331->1*(d4x482)+-1*(d4x484)+-1*(d4x485)+1*(d4x487)+-1*(d4x569)+-1*(d4x643)+1*(d4x784)+-1*(d4x786)+-1*(d4x787), d5x332->1*(d4x483)+1*(d4x485)+1*(d4x488)+-1*(d4x489)+1*(d4x550)+-1*(d4x707)+-1*(d4x788)+-1*(d4x789)+1*(d4x792), d5x333->1*(d4x489)+1*(d4x490)+1*(d4x492)+-1*(d4x493)+-1*(d4x560)+-1*(d4x775)+1*(d4x795)+1*(d4x796)+1*(d4x797), d5x334->1*(d4x494)+1*(d4x495)+1*(d4x499)+1*(d4x504)+1*(d4x539)+1*(d4x778)+-1*(d4x793)+1*(d4x800)+1*(d4x804), d5x335->1*(d4x496)+1*(d4x497)+1*(d4x501)+1*(d4x505)+1*(d4x540)+1*(d4x778)+-1*(d4x794)+1*(d4x801)+-1*(d4x803), d5x336->1*(d4x496)+1*(d4x498)+1*(d4x502)+1*(d4x506)+1*(d4x541)+1*(d4x779)+-1*(d4x795)+-1*(d4x802)+-1*(d4x805), d5x337->1*(d4x497)+1*(d4x498)+1*(d4x503)+1*(d4x507)+1*(d4x542)+1*(d4x780)+-1*(d4x796)+-1*(d4x802)+1*(d4x806), d5x338->1*(d4x501)+1*(d4x502)+1*(d4x503)+1*(d4x508)+1*(d4x543)+1*(d4x781)+-1*(d4x797)+1*(d4x805)+1*(d4x806), d5x339->1*(d4x505)+1*(d4x506)+1*(d4x507)+1*(d4x508)+1*(d4x558)+1*(d4x782)+1*(d4x799)+-1*(d4x807)+-1*(d4x813), d5x340->1*(d4x504)+1*(d4x511)+1*(d4x512)+1*(d4x518)+1*(d4x555)+-1*(d4x783)+-1*(d4x808)+-1*(d4x813)+-1*(d4x862), d5x341->1*(d4x505)+1*(d4x514)+1*(d4x515)+1*(d4x521)+1*(d4x557)+-1*(d4x783)+-1*(d4x809)+-1*(d4x812)+-1*(d4x865), d5x342->1*(d4x506)+1*(d4x513)+1*(d4x516)+1*(d4x519)+1*(d4x567)+-1*(d4x784)+1*(d4x810)+1*(d4x814)+-1*(d4x870), d5x343->1*(d4x506)+1*(d4x514)+1*(d4x517)+1*(d4x522)+1*(d4x568)+-1*(d4x785)+1*(d4x811)+-1*(d4x815)+-1*(d4x873), d5x344->1*(d4x507)+1*(d4x515)+1*(d4x517)+1*(d4x523)+1*(d4x570)+-1*(d4x786)+1*(d4x810)+1*(d4x816)+-1*(d4x874), d5x345->1*(d4x508)+1*(d4x521)+1*(d4x522)+1*(d4x523)+1*(d4x575)+-1*(d4x787)+-1*(d4x814)+1*(d4x816)+-1*(d4x887), d5x346->1*(d4x509)+1*(d4x516)+1*(d4x526)+1*(d4x528)+1*(d4x549)+1*(d4x788)+-1*(d4x817)+1*(d4x821)+-1*(d4x904), d5x347->1*(d4x509)+1*(d4x517)+1*(d4x527)+1*(d4x529)+1*(d4x551)+1*(d4x789)+-1*(d4x817)+-1*(d4x822)+-1*(d4x905), d5x348->1*(d4x510)+1*(d4x511)+1*(d4x531)+1*(d4x533)+1*(d4x564)+1*(d4x790)+-1*(d4x818)+1*(d4x824)+-1*(d4x915), d5x349->1*(d4x513)+1*(d4x514)+1*(d4x532)+1*(d4x535)+1*(d4x566)+1*(d4x790)+-1*(d4x819)+1*(d4x823)+-1*(d4x918), d5x350->1*(d4x516)+1*(d4x517)+1*(d4x532)+1*(d4x536)+1*(d4x572)+1*(d4x791)+1*(d4x820)+-1*(d4x825)+-1*(d4x926), d5x351->1*(d4x519)+1*(d4x522)+1*(d4x535)+1*(d4x536)+1*(d4x573)+1*(d4x792)+-1*(d4x821)+-1*(d4x822)+-1*(d4x931), d5x352->1*(d4x524)+1*(d4x525)+1*(d4x531)+1*(d4x539)+1*(d4x546)+-1*(d4x793)+1*(d4x826)+-1*(d4x832)+-1*(d4x956), d5x353->1*(d4x526)+1*(d4x527)+1*(d4x532)+1*(d4x540)+1*(d4x548)+-1*(d4x793)+1*(d4x827)+1*(d4x831)+-1*(d4x957), d5x354->1*(d4x528)+1*(d4x529)+1*(d4x536)+1*(d4x540)+1*(d4x552)+-1*(d4x794)+1*(d4x828)+-1*(d4x830)+-1*(d4x962), d5x355->1*(d4x528)+1*(d4x530)+1*(d4x537)+1*(d4x541)+1*(d4x559)+-1*(d4x795)+-1*(d4x829)+-1*(d4x833)+-1*(d4x974), d5x356->1*(d4x529)+1*(d4x530)+1*(d4x538)+1*(d4x542)+1*(d4x561)+-1*(d4x796)+-1*(d4x829)+1*(d4x834)+-1*(d4x977), d5x357->1*(d4x536)+1*(d4x537)+1*(d4x538)+1*(d4x543)+1*(d4x574)+-1*(d4x797)+1*(d4x833)+1*(d4x834)+-1*(d4x992), d5x358->1*(d4x540)+1*(d4x541)+1*(d4x542)+1*(d4x543)+1*(d4x558)+-1*(d4x798)+1*(d4x835)+-1*(d4x836)+-1*(d4x1005), d5x359->1*(d4x544)+1*(d4x547)+1*(d4x571)+-1*(d4x800)+-1*(d4x801)+-1*(d4x837)+-1*(d4x1015), d5x360->1*(d4x548)+1*(d4x549)+1*(d4x551)+1*(d4x552)+1*(d4x572)+1*(d4x803)+1*(d4x804)+1*(d4x837)+-1*(d4x1016), d5x361->1*(d4x544)+-1*(d4x553)+-1*(d4x554)+-1*(d4x808)+1*(d4x809)+-1*(d4x838)+-1*(d4x1025), d5x362->1*(d4x552)+1*(d4x558)+1*(d4x559)+1*(d4x561)+1*(d4x574)+1*(d4x812)+-1*(d4x813)+-1*(d4x838)+-1*(d4x1032), d5x363->1*(d4x553)+1*(d4x554)+1*(d4x563)+-1*(d4x818)+-1*(d4x819)+-1*(d4x839)+-1*(d4x1037), d5x364->1*(d4x557)+1*(d4x558)+1*(d4x568)+1*(d4x570)+1*(d4x575)+-1*(d4x823)+1*(d4x824)+-1*(d4x839)+-1*(d4x1042), d5x365->-1*(d4x547)+1*(d4x563)+-1*(d4x571)+-1*(d4x826)+-1*(d4x827)+1*(d4x840)+-1*(d4x1045), d5x366->1*(d4x566)+1*(d4x567)+1*(d4x568)+1*(d4x572)+1*(d4x573)+-1*(d4x831)+-1*(d4x832)+1*(d4x840)+-1*(d4x1053), d5x367->-1*(d4x478)+-1*(d4x576)+1*(d4x577)+1*(d4x580)+1*(d4x842)+1*(d4x843)+-1*(d4x844), d5x368->-1*(d4x484)+1*(d4x580)+1*(d4x581)+1*(d4x583)+1*(d4x637)+1*(d4x726)+-1*(d4x847)+-1*(d4x849)+-1*(d4x850), d5x369->-1*(d4x488)+1*(d4x582)+1*(d4x583)+1*(d4x586)+-1*(d4x628)+1*(d4x772)+1*(d4x852)+1*(d4x853)+-1*(d4x855), d5x370->-1*(d4x500)+1*(d4x589)+1*(d4x590)+-1*(d4x599)+1*(d4x619)+-1*(d4x841)+1*(d4x851)+1*(d4x858)+1*(d4x861), d5x371->-1*(d4x494)+1*(d4x592)+1*(d4x593)+-1*(d4x600)+1*(d4x620)+-1*(d4x842)+1*(d4x852)+-1*(d4x859)+-1*(d4x862), d5x372->-1*(d4x495)+1*(d4x592)+1*(d4x594)+-1*(d4x601)+1*(d4x621)+-1*(d4x843)+1*(d4x853)+-1*(d4x859)+1*(d4x863), d5x373->-1*(d4x499)+1*(d4x593)+1*(d4x594)+-1*(d4x602)+1*(d4x622)+-1*(d4x841)+1*(d4x854)+1*(d4x860)+1*(d4x864), d5x374->-1*(d4x500)+1*(d4x596)+1*(d4x597)+-1*(d4x603)+1*(d4x623)+-1*(d4x844)+1*(d4x855)+1*(d4x862)+1*(d4x863), d5x375->-1*(d4x504)+-1*(d4x600)+1*(d4x601)+1*(d4x602)+1*(d4x635)+-1*(d4x845)+-1*(d4x857)+1*(d4x858)+-1*(d4x865), d5x376->-1*(d4x520)+1*(d4x599)+-1*(d4x605)+1*(d4x606)+1*(d4x627)+1*(d4x846)+1*(d4x866)+-1*(d4x870)+1*(d4x907), d5x377->-1*(d4x510)+1*(d4x600)+-1*(d4x609)+1*(d4x611)+1*(d4x638)+1*(d4x847)+-1*(d4x867)+-1*(d4x871)+1*(d4x911), d5x378->-1*(d4x511)+1*(d4x600)+-1*(d4x610)+1*(d4x612)+1*(d4x639)+1*(d4x848)+-1*(d4x868)+1*(d4x872)+1*(d4x912), d5x379->-1*(d4x512)+1*(d4x601)+-1*(d4x610)+1*(d4x613)+1*(d4x640)+1*(d4x849)+-1*(d4x867)+-1*(d4x873)+1*(d4x913), d5x380->-1*(d4x518)+1*(d4x602)+-1*(d4x612)+1*(d4x613)+1*(d4x651)+1*(d4x846)+1*(d4x869)+-1*(d4x874)+1*(d4x928), d5x381->-1*(d4x520)+1*(d4x603)+-1*(d4x616)+1*(d4x617)+1*(d4x653)+1*(d4x850)+1*(d4x871)+-1*(d4x873)+1*(d4x932), d5x382->-1*(d4x534)+1*(d4x604)+1*(d4x605)+-1*(d4x619)+1*(d4x626)+-1*(d4x851)+-1*(d4x875)+-1*(d4x879)+1*(d4x960), d5x383->-1*(d4x524)+1*(d4x608)+1*(d4x609)+-1*(d4x620)+1*(d4x629)+-1*(d4x852)+-1*(d4x876)+1*(d4x880)+1*(d4x971), d5x384->-1*(d4x525)+1*(d4x608)+1*(d4x610)+-1*(d4x621)+1*(d4x630)+-1*(d4x853)+-1*(d4x876)+-1*(d4x881)+1*(d4x972), d5x385->-1*(d4x531)+1*(d4x609)+1*(d4x610)+-1*(d4x622)+1*(d4x646)+-1*(d4x854)+1*(d4x877)+-1*(d4x882)+1*(d4x979), d5x386->-1*(d4x533)+1*(d4x611)+1*(d4x612)+-1*(d4x622)+1*(d4x650)+-1*(d4x851)+1*(d4x878)+-1*(d4x883)+1*(d4x987), d5x387->-1*(d4x534)+1*(d4x615)+1*(d4x616)+-1*(d4x623)+1*(d4x652)+-1*(d4x855)+-1*(d4x880)+-1*(d4x881)+1*(d4x991), d5x388->-1*(d4x539)+1*(d4x620)+1*(d4x621)+1*(d4x622)+-1*(d4x635)+1*(d4x856)+1*(d4x884)+1*(d4x885)+1*(d4x1004), d5x389->-1*(d4x546)+1*(d4x629)+1*(d4x630)+-1*(d4x635)+1*(d4x646)+-1*(d4x858)+1*(d4x860)+1*(d4x886)+1*(d4x1028), d5x390->-1*(d4x550)+1*(d4x632)+1*(d4x633)+1*(d4x636)+1*(d4x647)+-1*(d4x861)+1*(d4x864)+1*(d4x886)+1*(d4x1029), d5x391->-1*(d4x555)+1*(d4x635)+-1*(d4x639)+1*(d4x640)+1*(d4x651)+-1*(d4x866)+1*(d4x869)+-1*(d4x887)+1*(d4x1040), d5x392->-1*(d4x560)+1*(d4x636)+1*(d4x643)+-1*(d4x644)+1*(d4x655)+-1*(d4x870)+-1*(d4x874)+-1*(d4x887)+1*(d4x1044), d5x393->-1*(d4x564)+1*(d4x638)+1*(d4x639)+-1*(d4x646)+1*(d4x650)+1*(d4x875)+1*(d4x878)+-1*(d4x888)+1*(d4x1051), d5x394->-1*(d4x569)+-1*(d4x642)+-1*(d4x643)+1*(d4x647)+1*(d4x654)+-1*(d4x879)+-1*(d4x883)+-1*(d4x888)+1*(d4x1056), d5x395->1*(d4x576)+-1*(d4x579)+-1*(d4x661)+-1*(d4x662)+1*(d4x892)+1*(d4x893)+-1*(d4x894), d5x396->1*(d4x581)+-1*(d4x585)+1*(d4x662)+1*(d4x663)+1*(d4x720)+1*(d4x771)+1*(d4x897)+1*(d4x899)+-1*(d4x900), d5x397->1*(d4x587)+-1*(d4x631)+1*(d4x669)+1*(d4x671)+1*(d4x673)+1*(d4x810)+-1*(d4x889)+1*(d4x902)+-1*(d4x906), d5x398->1*(d4x587)+-1*(d4x634)+1*(d4x670)+1*(d4x672)+1*(d4x674)+1*(d4x811)+-1*(d4x889)+1*(d4x903)+1*(d4x907), d5x399->1*(d4x588)+-1*(d4x641)+1*(d4x671)+1*(d4x673)+1*(d4x678)+1*(d4x822)+-1*(d4x890)+-1*(d4x904)+1*(d4x908), d5x400->1*(d4x588)+-1*(d4x645)+1*(d4x672)+1*(d4x674)+1*(d4x681)+1*(d4x825)+-1*(d4x890)+-1*(d4x905)+-1*(d4x909), d5x401->1*(d4x591)+-1*(d4x595)+1*(d4x690)+1*(d4x694)+1*(d4x699)+-1*(d4x891)+1*(d4x896)+1*(d4x911)+1*(d4x914), d5x402->1*(d4x589)+-1*(d4x596)+1*(d4x691)+1*(d4x695)+1*(d4x700)+-1*(d4x892)+1*(d4x897)+1*(d4x912)+-1*(d4x915), d5x403->1*(d4x590)+-1*(d4x597)+1*(d4x691)+1*(d4x696)+1*(d4x701)+-1*(d4x891)+1*(d4x898)+1*(d4x913)+1*(d4x916), d5x404->1*(d4x591)+-1*(d4x598)+1*(d4x692)+1*(d4x697)+1*(d4x702)+-1*(d4x893)+1*(d4x899)+1*(d4x912)+-1*(d4x917), d5x405->1*(d4x595)+-1*(d4x598)+1*(d4x693)+1*(d4x698)+1*(d4x703)+-1*(d4x894)+1*(d4x900)+1*(d4x915)+-1*(d4x917), d5x406->1*(d4x599)+-1*(d4x603)+1*(d4x695)+1*(d4x696)+1*(d4x715)+-1*(d4x895)+1*(d4x906)+1*(d4x910)+-1*(d4x918), d5x407->1*(d4x607)+-1*(d4x614)+1*(d4x694)+1*(d4x699)+1*(d4x712)+1*(d4x896)+-1*(d4x919)+1*(d4x923)+1*(d4x961), d5x408->1*(d4x604)+-1*(d4x615)+1*(d4x695)+1*(d4x700)+1*(d4x713)+1*(d4x897)+-1*(d4x920)+1*(d4x924)+1*(d4x964), d5x409->1*(d4x605)+-1*(d4x616)+1*(d4x695)+1*(d4x701)+1*(d4x716)+1*(d4x898)+-1*(d4x921)+-1*(d4x925)+1*(d4x966), d5x410->1*(d4x606)+-1*(d4x617)+1*(d4x696)+1*(d4x701)+1*(d4x718)+1*(d4x896)+-1*(d4x922)+-1*(d4x926)+1*(d4x968), d5x411->1*(d4x607)+-1*(d4x618)+1*(d4x697)+1*(d4x702)+1*(d4x721)+1*(d4x899)+-1*(d4x920)+-1*(d4x927)+1*(d4x969), d5x412->1*(d4x614)+-1*(d4x618)+1*(d4x698)+1*(d4x703)+1*(d4x742)+1*(d4x900)+-1*(d4x924)+-1*(d4x927)+1*(d4x990), d5x413->1*(d4x619)+-1*(d4x623)+1*(d4x700)+1*(d4x701)+1*(d4x715)+1*(d4x901)+1*(d4x928)+1*(d4x929)+1*(d4x1002), d5x414->1*(d4x624)+-1*(d4x633)+1*(d4x705)+-1*(d4x706)+1*(d4x707)+1*(d4x902)+1*(d4x903)+1*(d4x930)+1*(d4x1011), d5x415->1*(d4x625)+-1*(d4x644)+1*(d4x706)+-1*(d4x707)+-1*(d4x719)+1*(d4x904)+1*(d4x905)+1*(d4x931)+1*(d4x1014), d5x416->1*(d4x626)+-1*(d4x652)+1*(d4x713)+1*(d4x715)+1*(d4x716)+1*(d4x906)+1*(d4x907)+1*(d4x930)+1*(d4x1020), d5x417->1*(d4x627)+-1*(d4x653)+1*(d4x715)+1*(d4x716)+1*(d4x718)+-1*(d4x908)+-1*(d4x909)+-1*(d4x931)+1*(d4x1021), d5x418->1*(d4x628)+-1*(d4x632)+-1*(d4x726)+-1*(d4x727)+1*(d4x735)+1*(d4x911)+-1*(d4x913)+-1*(d4x932)+1*(d4x1038), d5x419->1*(d4x631)+-1*(d4x634)+1*(d4x733)+1*(d4x734)+1*(d4x736)+-1*(d4x914)+1*(d4x916)+1*(d4x932)+1*(d4x1039), d5x420->1*(d4x637)+-1*(d4x642)+1*(d4x717)+1*(d4x726)+-1*(d4x735)+1*(d4x919)+-1*(d4x922)+-1*(d4x933)+1*(d4x1048), d5x421->1*(d4x641)+-1*(d4x645)+1*(d4x734)+1*(d4x736)+1*(d4x741)+-1*(d4x923)+-1*(d4x926)+-1*(d4x933)+1*(d4x1054), d5x422->-1*(d4x544)+-1*(d4x704)+-1*(d4x934)+-1*(d4x935)+-1*(d4x942), d5x423->-1*(d4x563)+-1*(d4x730)+-1*(d4x938)+-1*(d4x939)+-1*(d4x943), d5x424->1*(d4x658)+-1*(d4x660)+1*(d4x661)+1*(d4x748)+1*(d4x946)+1*(d4x947)+-1*(d4x948), d5x425->1*(d4x664)+1*(d4x675)+-1*(d4x708)+1*(d4x800)+1*(d4x934)+1*(d4x952)+-1*(d4x962), d5x426->1*(d4x665)+1*(d4x676)+-1*(d4x709)+1*(d4x801)+1*(d4x935)+1*(d4x952)+1*(d4x961), d5x427->1*(d4x665)+1*(d4x677)+-1*(d4x710)+1*(d4x805)+1*(d4x936)+1*(d4x953)+-1*(d4x963), d5x428->1*(d4x666)+1*(d4x680)+-1*(d4x714)+1*(d4x807)+1*(d4x936)+1*(d4x954)+-1*(d4x960), d5x429->1*(d4x666)+1*(d4x679)+-1*(d4x724)+1*(d4x812)+1*(d4x937)+-1*(d4x955)+1*(d4x964), d5x430->1*(d4x667)+1*(d4x668)+-1*(d4x731)+1*(d4x818)+1*(d4x938)+-1*(d4x956)+1*(d4x967), d5x431->1*(d4x669)+1*(d4x670)+-1*(d4x733)+1*(d4x819)+1*(d4x939)+-1*(d4x956)+-1*(d4x966), d5x432->1*(d4x671)+1*(d4x672)+-1*(d4x734)+-1*(d4x755)+1*(d4x757)+1*(d4x821)+1*(d4x940)+-1*(d4x957)+1*(d4x965), d5x433->1*(d4x673)+1*(d4x674)+-1*(d4x736)+1*(d4x755)+-1*(d4x757)+1*(d4x831)+1*(d4x941)+1*(d4x958)+-1*(d4x968), d5x434->1*(d4x676)+1*(d4x677)+-1*(d4x739)+1*(d4x835)+1*(d4x937)+-1*(d4x959)+1*(d4x969), d5x435->1*(d4x678)+1*(d4x681)+-1*(d4x741)+1*(d4x837)+1*(d4x942)+-1*(d4x961)+-1*(d4x962), d5x436->1*(d4x679)+1*(d4x680)+-1*(d4x743)+1*(d4x839)+1*(d4x943)+1*(d4x966)+1*(d4x967), d5x437->-1*(d4x664)+1*(d4x683)+1*(d4x723)+1*(d4x860)+-1*(d4x944)+-1*(d4x970)+-1*(d4x974), d5x438->-1*(d4x667)+1*(d4x682)+1*(d4x728)+1*(d4x867)+-1*(d4x945)+-1*(d4x971)+-1*(d4x975), d5x439->-1*(d4x668)+1*(d4x682)+1*(d4x729)+1*(d4x868)+-1*(d4x945)+-1*(d4x972)+1*(d4x976), d5x440->-1*(d4x675)+1*(d4x683)+1*(d4x738)+1*(d4x884)+-1*(d4x944)+1*(d4x973)+-1*(d4x977), d5x441->1*(d4x684)+-1*(d4x685)+1*(d4x687)+-1*(d4x981)+1*(d4x982), d5x442->1*(d4x684)+-1*(d4x686)+1*(d4x688)+-1*(d4x981)+-1*(d4x983), d5x443->1*(d4x685)+-1*(d4x686)+1*(d4x689)+-1*(d4x982)+-1*(d4x983), d5x444->1*(d4x687)+1*(d4x688)+-1*(d4x689)+1*(d4x980)+1*(d4x984), d5x445->1*(d4x690)+1*(d4x692)+-1*(d4x693)+-1*(d4x949)+1*(d4x950)+1*(d4x979)+1*(d4x985), d5x446->1*(d4x694)+1*(d4x697)+-1*(d4x698)+-1*(d4x767)+1*(d4x770)+-1*(d4x950)+1*(d4x963)+-1*(d4x978)+1*(d4x986), d5x447->1*(d4x699)+1*(d4x702)+-1*(d4x703)+1*(d4x767)+-1*(d4x770)+1*(d4x951)+1*(d4x987)+1*(d4x988)+1*(d4x1001), d5x448->1*(d4x704)+1*(d4x953)+1*(d4x954)+-1*(d4x989)+1*(d4x1010), d5x449->1*(d4x709)+1*(d4x710)+-1*(d4x739)+1*(d4x955)+-1*(d4x959)+1*(d4x990)+1*(d4x1017), d5x450->1*(d4x712)+1*(d4x721)+-1*(d4x742)+1*(d4x960)+-1*(d4x963)+1*(d4x989)+1*(d4x1019), d5x451->1*(d4x717)+1*(d4x720)+-1*(d4x744)+-1*(d4x964)+1*(d4x969)+-1*(d4x990)+1*(d4x1023), d5x452->-1*(d4x705)+1*(d4x722)+1*(d4x727)+-1*(d4x971)+-1*(d4x972)+-1*(d4x991)+1*(d4x1026), d5x453->-1*(d4x708)+1*(d4x723)+1*(d4x738)+1*(d4x970)+1*(d4x973)+-1*(d4x992)+1*(d4x1030), d5x454->-1*(d4x714)+1*(d4x724)+1*(d4x743)+1*(d4x975)+1*(d4x976)+-1*(d4x991)+1*(d4x1033), d5x455->-1*(d4x719)+1*(d4x725)+1*(d4x745)+-1*(d4x974)+-1*(d4x977)+-1*(d4x992)+1*(d4x1035), d5x456->1*(d4x728)+1*(d4x729)+-1*(d4x731)+-1*(d4x979)+1*(d4x980)+1*(d4x993)+1*(d4x1049), d5x457->1*(d4x730)+1*(d4x984)+-1*(d4x985)+1*(d4x993)+1*(d4x1050), d5x458->1*(d4x750)+1*(d4x751)+1*(d4x756)+-1*(d4x769)+1*(d4x802)+-1*(d4x994)+1*(d4x999)+-1*(d4x1001), d5x459->1*(d4x752)+1*(d4x753)+1*(d4x758)+-1*(d4x774)+1*(d4x816)+-1*(d4x995)+-1*(d4x1000)+1*(d4x1002), d5x460->-1*(d4x749)+1*(d4x759)+1*(d4x762)+1*(d4x773)+1*(d4x859)+1*(d4x996)+-1*(d4x1003)+-1*(d4x1005), d5x461->-1*(d4x754)+1*(d4x760)+1*(d4x761)+1*(d4x776)+1*(d4x878)+1*(d4x997)+-1*(d4x1004)+-1*(d4x1006), d5x462->1*(d4x763)+1*(d4x764)+-1*(d4x765)+1*(d4x766)+2*(d4x998)+1*(d4x1007)+1*(d4x1008), d5x463->1*(d4x778)+1*(d4x779)+1*(d4x780)+1*(d4x781)+1*(d4x782)+1*(d4x1009)+-1*(d4x1010), d5x464->1*(d4x782)+-1*(d4x783)+1*(d4x785)+1*(d4x786)+1*(d4x787)+-1*(d4x824)+-1*(d4x872)+-1*(d4x1011)+-1*(d4x1012), d5x465->1*(d4x784)+1*(d4x785)+1*(d4x790)+1*(d4x791)+1*(d4x792)+1*(d4x832)+-1*(d4x925)+-1*(d4x1013)+1*(d4x1014), d5x466->1*(d4x788)+1*(d4x789)+1*(d4x791)+-1*(d4x793)+1*(d4x794)+-1*(d4x804)+-1*(d4x958)+1*(d4x1015)+1*(d4x1016), d5x467->1*(d4x794)+1*(d4x795)+1*(d4x796)+1*(d4x797)+-1*(d4x798)+1*(d4x813)+-1*(d4x1005)+1*(d4x1017)+-1*(d4x1018), d5x468->-1*(d4x799)+1*(d4x801)+1*(d4x805)+1*(d4x835)+1*(d4x1009)+-1*(d4x1017)+-1*(d4x1019), d5x469->1*(d4x803)+-1*(d4x805)+1*(d4x807)+1*(d4x836)+1*(d4x1010)+-1*(d4x1018)+-1*(d4x1019), d5x470->1*(d4x799)+1*(d4x809)+1*(d4x810)+1*(d4x811)+1*(d4x814)+1*(d4x823)+-1*(d4x1011)+1*(d4x1020)+-1*(d4x1027), d5x471->1*(d4x807)+1*(d4x812)+-1*(d4x815)+1*(d4x839)+-1*(d4x1012)+1*(d4x1020)+-1*(d4x1033), d5x472->1*(d4x810)+1*(d4x811)+1*(d4x819)+1*(d4x820)+1*(d4x821)+1*(d4x831)+1*(d4x1013)+-1*(d4x1021)+-1*(d4x1039), d5x473->1*(d4x814)+1*(d4x815)+1*(d4x822)+1*(d4x823)+1*(d4x825)+1*(d4x840)+1*(d4x1014)+-1*(d4x1021)+-1*(d4x1043), d5x474->-1*(d4x803)+1*(d4x820)+1*(d4x827)+1*(d4x828)+1*(d4x1015)+1*(d4x1022)+-1*(d4x1046), d5x475->1*(d4x821)+1*(d4x822)+1*(d4x825)+1*(d4x830)+1*(d4x831)+1*(d4x837)+-1*(d4x1016)+1*(d4x1022)+-1*(d4x1054), d5x476->-1*(d4x812)+1*(d4x828)+1*(d4x833)+1*(d4x835)+-1*(d4x1017)+-1*(d4x1023)+-1*(d4x1063), d5x477->1*(d4x830)+-1*(d4x833)+1*(d4x836)+1*(d4x838)+-1*(d4x1018)+-1*(d4x1023)+-1*(d4x1069), d5x478->-1*(d4x778)+-1*(d4x841)+1*(d4x842)+1*(d4x843)+-1*(d4x845)+1*(d4x1024)+1*(d4x1025), d5x479->-1*(d4x783)+1*(d4x845)+1*(d4x846)+-1*(d4x848)+1*(d4x849)+1*(d4x866)+1*(d4x910)+1*(d4x1026)+-1*(d4x1027), d5x480->-1*(d4x790)+1*(d4x847)+1*(d4x848)+-1*(d4x851)+-1*(d4x854)+-1*(d4x875)+1*(d4x978)+1*(d4x1028)+-1*(d4x1029), d5x481->-1*(d4x793)+1*(d4x852)+1*(d4x853)+1*(d4x854)+1*(d4x856)+1*(d4x858)+1*(d4x1004)+1*(d4x1030)+1*(d4x1031), d5x482->-1*(d4x800)+1*(d4x857)+1*(d4x860)+1*(d4x884)+-1*(d4x1024)+1*(d4x1030)+-1*(d4x1032), d5x483->-1*(d4x804)+-1*(d4x862)+-1*(d4x863)+1*(d4x864)+-1*(d4x865)+1*(d4x885)+-1*(d4x1025)+1*(d4x1031)+-1*(d4x1032), d5x484->-1*(d4x808)+1*(d4x857)+-1*(d4x867)+-1*(d4x868)+1*(d4x1026)+-1*(d4x1033)+1*(d4x1036), d5x485->-1*(d4x813)+1*(d4x865)+1*(d4x872)+1*(d4x873)+1*(d4x874)+1*(d4x887)+1*(d4x1027)+-1*(d4x1033)+1*(d4x1042), d5x486->-1*(d4x818)+1*(d4x867)+1*(d4x868)+1*(d4x877)+-1*(d4x1028)+-1*(d4x1034)+1*(d4x1049), d5x487->-1*(d4x824)+-1*(d4x871)+-1*(d4x872)+-1*(d4x882)+1*(d4x883)+1*(d4x888)+1*(d4x1029)+-1*(d4x1034)+1*(d4x1055), d5x488->-1*(d4x826)+-1*(d4x860)+1*(d4x877)+-1*(d4x884)+-1*(d4x1030)+1*(d4x1035)+1*(d4x1062), d5x489->-1*(d4x832)+1*(d4x880)+1*(d4x881)+1*(d4x882)+-1*(d4x885)+1*(d4x886)+-1*(d4x1031)+-1*(d4x1035)+1*(d4x1070), d5x490->1*(d4x841)+-1*(d4x844)+-1*(d4x891)+1*(d4x892)+1*(d4x895)+1*(d4x1036)+1*(d4x1037), d5x491->1*(d4x846)+-1*(d4x850)+1*(d4x895)+1*(d4x896)+1*(d4x898)+1*(d4x908)+1*(d4x965)+-1*(d4x1038)+-1*(d4x1039), d5x492->1*(d4x851)+-1*(d4x855)+1*(d4x897)+1*(d4x898)+1*(d4x901)+-1*(d4x906)+1*(d4x1002)+1*(d4x1040)+1*(d4x1041), d5x493->1*(d4x858)+-1*(d4x862)+-1*(d4x910)+1*(d4x912)+1*(d4x913)+1*(d4x928)+-1*(d4x1036)+1*(d4x1040)+-1*(d4x1042), d5x494->1*(d4x861)+-1*(d4x863)+-1*(d4x915)+-1*(d4x916)+1*(d4x918)+1*(d4x929)+-1*(d4x1037)+1*(d4x1041)+1*(d4x1042), d5x495->1*(d4x866)+-1*(d4x871)+1*(d4x909)+1*(d4x910)+1*(d4x921)+1*(d4x922)+-1*(d4x1038)+-1*(d4x1043)+1*(d4x1047), d5x496->1*(d4x870)+-1*(d4x873)+1*(d4x918)+-1*(d4x925)+1*(d4x926)+1*(d4x931)+1*(d4x1039)+-1*(d4x1043)+1*(d4x1053), d5x497->1*(d4x875)+-1*(d4x880)+-1*(d4x907)+-1*(d4x920)+1*(d4x921)+1*(d4x928)+1*(d4x1040)+1*(d4x1044)+1*(d4x1060), d5x498->1*(d4x879)+-1*(d4x881)+1*(d4x924)+1*(d4x925)+1*(d4x929)+1*(d4x930)+1*(d4x1041)+-1*(d4x1044)+1*(d4x1068), d5x499->-1*(d4x820)+-1*(d4x914)+1*(d4x939)+1*(d4x940)+1*(d4x941)+1*(d4x1045)+-1*(d4x1047), d5x500->-1*(d4x830)+-1*(d4x923)+1*(d4x940)+1*(d4x941)+1*(d4x942)+-1*(d4x1046)+1*(d4x1048), d5x501->1*(d4x891)+1*(d4x893)+-1*(d4x894)+-1*(d4x949)+-1*(d4x950)+1*(d4x1049)+1*(d4x1050), d5x502->1*(d4x896)+1*(d4x899)+-1*(d4x900)+1*(d4x950)+1*(d4x951)+1*(d4x963)+1*(d4x1001)+1*(d4x1051)+1*(d4x1052), d5x503->1*(d4x902)+1*(d4x903)+-1*(d4x916)+-1*(d4x956)+-1*(d4x957)+-1*(d4x958)+1*(d4x1013)+1*(d4x1045)+-1*(d4x1053), d5x504->1*(d4x904)+1*(d4x905)+-1*(d4x926)+1*(d4x957)+1*(d4x958)+1*(d4x962)+1*(d4x1016)+1*(d4x1046)+-1*(d4x1054), d5x505->1*(d4x906)+1*(d4x907)+-1*(d4x932)+-1*(d4x965)+-1*(d4x966)+1*(d4x968)+1*(d4x1021)+1*(d4x1047)+-1*(d4x1053), d5x506->1*(d4x908)+1*(d4x909)+-1*(d4x933)+1*(d4x961)+1*(d4x965)+-1*(d4x968)+1*(d4x1022)+1*(d4x1048)+-1*(d4x1054), d5x507->1*(d4x911)+1*(d4x912)+-1*(d4x915)+1*(d4x978)+1*(d4x979)+1*(d4x987)+-1*(d4x1049)+1*(d4x1051)+1*(d4x1055), d5x508->1*(d4x914)+1*(d4x985)+1*(d4x986)+1*(d4x988)+-1*(d4x1050)+1*(d4x1052)+1*(d4x1055), d5x509->1*(d4x919)+1*(d4x920)+-1*(d4x924)+-1*(d4x960)+-1*(d4x978)+-1*(d4x987)+-1*(d4x1051)+1*(d4x1056)+1*(d4x1059), d5x510->1*(d4x923)+1*(d4x986)+1*(d4x988)+1*(d4x989)+1*(d4x1052)+-1*(d4x1056)+1*(d4x1067), d5x511->1*(d4x799)+1*(d4x935)+1*(d4x936)+1*(d4x937)+-1*(d4x955)+1*(d4x1057)+-1*(d4x1059), d5x512->1*(d4x815)+1*(d4x936)+1*(d4x937)+1*(d4x943)+-1*(d4x975)+-1*(d4x1058)+1*(d4x1060), d5x513->-1*(d4x857)+-1*(d4x934)+1*(d4x970)+-1*(d4x1061)+-1*(d4x1063), d5x514->-1*(d4x877)+-1*(d4x938)+1*(d4x980)+-1*(d4x1062)+-1*(d4x1064), d5x515->1*(d4x946)+1*(d4x947)+-1*(d4x948)+1*(d4x949)+1*(d4x998)+1*(d4x1065)+1*(d4x1066), d5x516->1*(d4x952)+1*(d4x953)+1*(d4x1009)+1*(d4x1057)+1*(d4x1067), d5x517->1*(d4x954)+-1*(d4x955)+-1*(d4x967)+-1*(d4x976)+1*(d4x1012)+1*(d4x1058)+1*(d4x1068), d5x518->1*(d4x961)+1*(d4x963)+1*(d4x969)+-1*(d4x990)+1*(d4x1019)+-1*(d4x1059)+1*(d4x1067), d5x519->1*(d4x960)+1*(d4x964)+1*(d4x966)+-1*(d4x991)+1*(d4x1020)+-1*(d4x1060)+-1*(d4x1068), d5x520->-1*(d4x952)+-1*(d4x970)+1*(d4x1024)+-1*(d4x1061)+-1*(d4x1069), d5x521->-1*(d4x956)+1*(d4x971)+1*(d4x972)+1*(d4x979)+1*(d4x1028)+1*(d4x1062)+-1*(d4x1070), d5x522->-1*(d4x962)+1*(d4x974)+1*(d4x977)+1*(d4x992)+1*(d4x1032)+1*(d4x1063)+-1*(d4x1069), d5x523->-1*(d4x967)+-1*(d4x975)+-1*(d4x976)+1*(d4x993)+1*(d4x1034)+-1*(d4x1064)+-1*(d4x1070), d5x524->-1*(d4x980)+-1*(d4x982)+1*(d4x1071), d5x525->1*(d4x982)+1*(d4x984)+-1*(d4x1071)>; A6:=RModule(Z,105); f6:=hom A5|d6x1->-1*(d5x11)+-1*(d5x12)+1*(d5x16)+-1*(d5x76), d6x2->-1*(d5x15)+1*(d5x16)+1*(d5x19)+1*(d5x23)+1*(d5x25)+-1*(d5x190), d6x3->-1*(d5x22)+1*(d5x23)+1*(d5x25)+-1*(d5x26)+1*(d5x34)+1*(d5x35)+1*(d5x36)+-1*(d5x330), d6x4->-1*(d5x29)+1*(d5x43)+1*(d5x44)+-1*(d5x52)+1*(d5x57)+-1*(d5x448), d6x5->-1*(d5x30)+1*(d5x48)+-1*(d5x49)+1*(d5x53)+1*(d5x58)+-1*(d5x457), d6x6->-1*(d5x33)+1*(d5x34)+1*(d5x35)+1*(d5x36)+1*(d5x37)+1*(d5x56)+-1*(d5x57)+-1*(d5x463), d6x7->-1*(d5x40)+1*(d5x49)+1*(d5x50)+1*(d5x51)+-1*(d5x58)+1*(d5x59)+1*(d5x60)+-1*(d5x508), d6x8->-1*(d5x41)+1*(d5x50)+1*(d5x51)+1*(d5x52)+1*(d5x59)+-1*(d5x61)+1*(d5x64)+-1*(d5x510), d6x9->-1*(d5x42)+1*(d5x43)+1*(d5x56)+1*(d5x62)+1*(d5x64)+-1*(d5x516), d6x10->-1*(d5x47)+1*(d5x48)+-1*(d5x65)+-1*(d5x525), d6x11->1*(d5x12)+1*(d5x13)+1*(d5x14)+1*(d5x76)+-1*(d5x77)+1*(d5x80), d6x12->1*(d5x13)+1*(d5x14)+1*(d5x65)+-1*(d5x77)+-1*(d5x87)+-1*(d5x180), d6x13->1*(d5x19)+1*(d5x20)+1*(d5x21)+1*(d5x78)+1*(d5x79)+-1*(d5x91)+-1*(d5x95)+-1*(d5x191), d6x14->1*(d5x20)+1*(d5x21)+1*(d5x62)+1*(d5x84)+-1*(d5x85)+1*(d5x97)+-1*(d5x102)+-1*(d5x273), d6x15->1*(d5x26)+1*(d5x27)+1*(d5x28)+1*(d5x92)+-1*(d5x93)+1*(d5x95)+1*(d5x105)+-1*(d5x107)+-1*(d5x108)+-1*(d5x331), d6x16->1*(d5x27)+1*(d5x28)+1*(d5x61)+1*(d5x99)+1*(d5x100)+1*(d5x102)+-1*(d5x111)+-1*(d5x114)+-1*(d5x115)+-1*(d5x394), d6x17->1*(d5x37)+1*(d5x38)+1*(d5x39)+1*(d5x104)+1*(d5x106)+1*(d5x107)+1*(d5x108)+-1*(d5x121)+-1*(d5x122)+-1*(d5x464), d6x18->1*(d5x38)+1*(d5x39)+1*(d5x60)+1*(d5x110)+-1*(d5x113)+1*(d5x114)+1*(d5x115)+1*(d5x123)+-1*(d5x124)+-1*(d5x487), d6x19->1*(d5x44)+1*(d5x45)+1*(d5x46)+1*(d5x117)+1*(d5x122)+1*(d5x125)+1*(d5x127)+-1*(d5x517), d6x20->1*(d5x45)+1*(d5x46)+1*(d5x53)+1*(d5x118)+1*(d5x124)+-1*(d5x126)+-1*(d5x128)+-1*(d5x523), d6x21->-1*(d5x11)+1*(d5x130), d6x22->-1*(d5x15)+1*(d5x133)+-1*(d5x134)+1*(d5x140)+1*(d5x142)+1*(d5x237), d6x23->-1*(d5x22)+1*(d5x139)+1*(d5x140)+1*(d5x143)+1*(d5x151)+1*(d5x152)+1*(d5x153)+1*(d5x367), d6x24->-1*(d5x29)+1*(d5x137)+1*(d5x157)+-1*(d5x158)+-1*(d5x165)+1*(d5x422), d6x25->-1*(d5x30)+1*(d5x138)+1*(d5x161)+-1*(d5x162)+-1*(d5x166)+1*(d5x423), d6x26->-1*(d5x33)+1*(d5x150)+1*(d5x151)+1*(d5x152)+-1*(d5x154)+1*(d5x171)+-1*(d5x172)+1*(d5x478), d6x27->-1*(d5x40)+1*(d5x148)+1*(d5x162)+1*(d5x163)+1*(d5x164)+-1*(d5x173)+-1*(d5x175)+1*(d5x499), d6x28->-1*(d5x41)+1*(d5x149)+1*(d5x163)+1*(d5x164)+1*(d5x165)+1*(d5x174)+1*(d5x176)+1*(d5x500), d6x29->-1*(d5x42)+1*(d5x167)+1*(d5x171)+-1*(d5x177)+1*(d5x179)+1*(d5x520), d6x30->-1*(d5x47)+1*(d5x168)+-1*(d5x180)+1*(d5x524), d6x31->1*(d5x79)+1*(d5x80)+-1*(d5x83)+1*(d5x90)+1*(d5x190)+-1*(d5x192)+1*(d5x195)+1*(d5x197), d6x32->1*(d5x83)+1*(d5x85)+-1*(d5x86)+1*(d5x125)+-1*(d5x191)+1*(d5x199)+-1*(d5x204)+-1*(d5x274), d6x33->1*(d5x86)+1*(d5x87)+-1*(d5x90)+1*(d5x126)+1*(d5x192)+-1*(d5x208)+-1*(d5x210)+-1*(d5x321), d6x34->1*(d5x91)+1*(d5x93)+-1*(d5x96)+1*(d5x103)+-1*(d5x193)+-1*(d5x194)+-1*(d5x212)+-1*(d5x213)+1*(d5x216)+-1*(d5x332), d6x35->1*(d5x96)+-1*(d5x98)+1*(d5x100)+1*(d5x123)+-1*(d5x200)+1*(d5x201)+-1*(d5x218)+1*(d5x220)+1*(d5x223)+-1*(d5x390), d6x36->1*(d5x97)+1*(d5x98)+-1*(d5x103)+1*(d5x121)+-1*(d5x205)+-1*(d5x206)+1*(d5x224)+1*(d5x225)+1*(d5x229)+-1*(d5x414), d6x37->1*(d5x105)+1*(d5x106)+-1*(d5x109)+1*(d5x116)+-1*(d5x214)+1*(d5x215)+1*(d5x216)+-1*(d5x231)+1*(d5x232)+-1*(d5x465), d6x38->1*(d5x109)+-1*(d5x112)+1*(d5x113)+1*(d5x128)+-1*(d5x221)+-1*(d5x222)+1*(d5x223)+-1*(d5x233)+-1*(d5x234)+-1*(d5x489), d6x39->1*(d5x111)+1*(d5x112)+-1*(d5x116)+1*(d5x127)+-1*(d5x227)+1*(d5x228)+1*(d5x229)+1*(d5x235)+-1*(d5x236)+-1*(d5x498), d6x40->-1*(d5x78)+1*(d5x134)+1*(d5x135)+1*(d5x136)+-1*(d5x237)+1*(d5x238)+1*(d5x240)+1*(d5x243), d6x41->-1*(d5x84)+1*(d5x135)+1*(d5x136)+1*(d5x177)+1*(d5x238)+-1*(d5x246)+1*(d5x250)+1*(d5x318), d6x42->-1*(d5x92)+1*(d5x143)+1*(d5x144)+1*(d5x145)+-1*(d5x239)+1*(d5x241)+-1*(d5x255)+-1*(d5x257)+1*(d5x258)+1*(d5x368), d6x43->-1*(d5x99)+1*(d5x144)+1*(d5x145)+1*(d5x176)+-1*(d5x245)+-1*(d5x248)+1*(d5x261)+-1*(d5x264)+1*(d5x265)+1*(d5x420), d6x44->-1*(d5x104)+1*(d5x154)+1*(d5x155)+1*(d5x156)+-1*(d5x254)+-1*(d5x256)+1*(d5x257)+1*(d5x269)+1*(d5x270)+1*(d5x479), d6x45->-1*(d5x110)+1*(d5x155)+1*(d5x156)+1*(d5x175)+-1*(d5x260)+1*(d5x263)+1*(d5x264)+-1*(d5x271)+1*(d5x272)+1*(d5x495), d6x46->-1*(d5x117)+1*(d5x158)+1*(d5x159)+1*(d5x160)+-1*(d5x252)+-1*(d5x273)+-1*(d5x275)+1*(d5x511), d6x47->-1*(d5x118)+1*(d5x159)+1*(d5x160)+1*(d5x166)+-1*(d5x253)+1*(d5x274)+1*(d5x276)+1*(d5x512), d6x48->-1*(d5x130)+1*(d5x133)+-1*(d5x282)+1*(d5x284), d6x49->1*(d5x137)+-1*(d5x172)+1*(d5x279)+1*(d5x280)+1*(d5x290)+1*(d5x291)+-1*(d5x299)+1*(d5x361), d6x50->1*(d5x138)+-1*(d5x173)+1*(d5x278)+1*(d5x281)+1*(d5x294)+-1*(d5x295)+1*(d5x300)+1*(d5x365), d6x51->1*(d5x139)+-1*(d5x142)+1*(d5x285)+-1*(d5x286)+1*(d5x304)+-1*(d5x305)+1*(d5x306)+1*(d5x395), d6x52->1*(d5x148)+-1*(d5x174)+1*(d5x289)+1*(d5x295)+-1*(d5x296)+-1*(d5x312)+1*(d5x314)+1*(d5x474), d6x53->1*(d5x149)+-1*(d5x179)+1*(d5x297)+-1*(d5x298)+1*(d5x299)+1*(d5x313)+-1*(d5x315)+1*(d5x477), d6x54->1*(d5x150)+-1*(d5x153)+1*(d5x303)+1*(d5x304)+1*(d5x307)+-1*(d5x316)+-1*(d5x317)+1*(d5x490), d6x55->-1*(d5x157)+1*(d5x167)+1*(d5x301)+1*(d5x318)+1*(d5x320)+1*(d5x513), d6x56->-1*(d5x161)+1*(d5x168)+1*(d5x302)+1*(d5x319)+1*(d5x321)+1*(d5x514), d6x57->1*(d5x194)+1*(d5x195)+1*(d5x197)+1*(d5x198)+1*(d5x211)+1*(d5x330)+-1*(d5x333)+1*(d5x336)+1*(d5x337)+1*(d5x338), d6x58->1*(d5x198)+1*(d5x201)+1*(d5x202)+1*(d5x204)+1*(d5x236)+-1*(d5x331)+-1*(d5x342)+-1*(d5x344)+-1*(d5x345)+-1*(d5x392), d6x59->1*(d5x199)+1*(d5x202)+1*(d5x206)+1*(d5x207)+1*(d5x232)+1*(d5x332)+1*(d5x346)+1*(d5x347)+1*(d5x351)+-1*(d5x415), d6x60->1*(d5x207)+1*(d5x208)+1*(d5x210)+1*(d5x211)+1*(d5x234)+-1*(d5x333)+-1*(d5x355)+-1*(d5x356)+-1*(d5x357)+-1*(d5x455), d6x61->1*(d5x212)+1*(d5x213)+1*(d5x215)+1*(d5x217)+1*(d5x230)+1*(d5x334)+1*(d5x335)+1*(d5x359)+1*(d5x360)+-1*(d5x466), d6x62->1*(d5x217)+1*(d5x219)+1*(d5x220)+1*(d5x222)+1*(d5x233)+1*(d5x340)+-1*(d5x341)+-1*(d5x361)+-1*(d5x362)+-1*(d5x483), d6x63->1*(d5x218)+1*(d5x219)+1*(d5x226)+1*(d5x228)+1*(d5x235)+1*(d5x348)+1*(d5x349)+-1*(d5x363)+1*(d5x364)+-1*(d5x494), d6x64->1*(d5x224)+1*(d5x225)+1*(d5x226)+1*(d5x230)+1*(d5x231)+1*(d5x352)+-1*(d5x353)+1*(d5x365)+-1*(d5x366)+-1*(d5x503), d6x65->-1*(d5x193)+1*(d5x240)+1*(d5x241)+-1*(d5x244)+1*(d5x251)+-1*(d5x367)+1*(d5x369)+1*(d5x371)+1*(d5x372)+1*(d5x374), d6x66->-1*(d5x200)+1*(d5x244)+-1*(d5x247)+1*(d5x248)+1*(d5x271)+1*(d5x368)+1*(d5x377)+-1*(d5x379)+1*(d5x381)+1*(d5x418), d6x67->-1*(d5x205)+1*(d5x246)+1*(d5x247)+-1*(d5x251)+1*(d5x269)+-1*(d5x369)+-1*(d5x383)+-1*(d5x384)+1*(d5x387)+1*(d5x452), d6x68->-1*(d5x214)+1*(d5x255)+1*(d5x256)+-1*(d5x259)+1*(d5x266)+1*(d5x370)+-1*(d5x373)+1*(d5x389)+1*(d5x390)+1*(d5x480), d6x69->-1*(d5x221)+1*(d5x259)+-1*(d5x262)+1*(d5x263)+1*(d5x276)+1*(d5x376)+1*(d5x380)+1*(d5x391)+-1*(d5x392)+1*(d5x497), d6x70->-1*(d5x227)+1*(d5x261)+1*(d5x262)+-1*(d5x266)+1*(d5x275)+1*(d5x382)+-1*(d5x386)+-1*(d5x393)+-1*(d5x394)+1*(d5x509), d6x71->1*(d5x239)+-1*(d5x243)+1*(d5x286)+1*(d5x287)+1*(d5x288)+-1*(d5x395)+1*(d5x396)+1*(d5x402)+-1*(d5x404)+1*(d5x405), d6x72->1*(d5x245)+-1*(d5x250)+1*(d5x287)+1*(d5x288)+1*(d5x315)+1*(d5x396)+-1*(d5x408)+-1*(d5x411)+1*(d5x412)+1*(d5x451), d6x73->1*(d5x252)+-1*(d5x270)+1*(d5x291)+1*(d5x292)+1*(d5x293)+-1*(d5x397)+-1*(d5x398)+1*(d5x414)+1*(d5x416)+1*(d5x470), d6x74->1*(d5x253)+-1*(d5x272)+1*(d5x292)+1*(d5x293)+1*(d5x300)+-1*(d5x399)+-1*(d5x400)+-1*(d5x415)+-1*(d5x417)+1*(d5x473), d6x75->1*(d5x254)+-1*(d5x258)+1*(d5x307)+1*(d5x308)+1*(d5x309)+-1*(d5x401)+1*(d5x403)+1*(d5x418)+1*(d5x419)+1*(d5x491), d6x76->1*(d5x260)+-1*(d5x265)+1*(d5x308)+1*(d5x309)+1*(d5x314)+-1*(d5x407)+-1*(d5x410)+-1*(d5x420)+1*(d5x421)+1*(d5x506), d6x77->1*(d5x278)+1*(d5x281)+-1*(d5x312)+1*(d5x359)+1*(d5x422)+1*(d5x425)+1*(d5x426)+-1*(d5x435), d6x78->1*(d5x279)+1*(d5x280)+-1*(d5x317)+1*(d5x363)+1*(d5x423)+1*(d5x430)+-1*(d5x431)+1*(d5x436), d6x79->1*(d5x282)+-1*(d5x284)+1*(d5x285)+-1*(d5x441)+-1*(d5x442)+1*(d5x443), d6x80->1*(d5x289)+1*(d5x298)+-1*(d5x313)+1*(d5x427)+-1*(d5x428)+1*(d5x448)+-1*(d5x450)+1*(d5x469), d6x81->1*(d5x296)+1*(d5x297)+-1*(d5x320)+1*(d5x429)+-1*(d5x434)+1*(d5x449)+1*(d5x451)+1*(d5x476), d6x82->-1*(d5x290)+1*(d5x301)+1*(d5x316)+1*(d5x438)+1*(d5x439)+-1*(d5x452)+1*(d5x454)+1*(d5x484), d6x83->-1*(d5x294)+1*(d5x302)+1*(d5x319)+1*(d5x437)+1*(d5x440)+1*(d5x453)+-1*(d5x455)+1*(d5x488), d6x84->1*(d5x303)+1*(d5x305)+-1*(d5x306)+1*(d5x444)+-1*(d5x445)+-1*(d5x456)+1*(d5x457)+1*(d5x501), d6x85->1*(d5x335)+1*(d5x336)+1*(d5x337)+1*(d5x338)+-1*(d5x339)+1*(d5x358)+1*(d5x463)+-1*(d5x467)+1*(d5x468)+-1*(d5x469), d6x86->1*(d5x339)+1*(d5x341)+-1*(d5x343)+1*(d5x344)+1*(d5x345)+1*(d5x364)+-1*(d5x464)+1*(d5x470)+-1*(d5x471)+-1*(d5x485), d6x87->1*(d5x342)+1*(d5x343)+1*(d5x349)+-1*(d5x350)+1*(d5x351)+1*(d5x366)+1*(d5x465)+1*(d5x472)+-1*(d5x473)+-1*(d5x496), d6x88->1*(d5x346)+1*(d5x347)+1*(d5x350)+1*(d5x353)+-1*(d5x354)+1*(d5x360)+-1*(d5x466)+1*(d5x474)+-1*(d5x475)+-1*(d5x504), d6x89->1*(d5x354)+1*(d5x355)+1*(d5x356)+1*(d5x357)+-1*(d5x358)+1*(d5x362)+1*(d5x467)+1*(d5x476)+-1*(d5x477)+-1*(d5x522), d6x90->-1*(d5x334)+1*(d5x371)+1*(d5x372)+1*(d5x373)+1*(d5x375)+1*(d5x388)+-1*(d5x478)+1*(d5x481)+1*(d5x482)+-1*(d5x483), d6x91->-1*(d5x340)+1*(d5x375)+1*(d5x378)+1*(d5x379)+1*(d5x380)+1*(d5x391)+1*(d5x479)+-1*(d5x484)+1*(d5x485)+1*(d5x493), d6x92->-1*(d5x348)+1*(d5x377)+1*(d5x378)+1*(d5x385)+1*(d5x386)+1*(d5x393)+-1*(d5x480)+-1*(d5x486)+-1*(d5x487)+1*(d5x507), d6x93->-1*(d5x352)+1*(d5x383)+1*(d5x384)+1*(d5x385)+1*(d5x388)+1*(d5x389)+1*(d5x481)+1*(d5x488)+1*(d5x489)+1*(d5x521), d6x94->1*(d5x370)+-1*(d5x374)+1*(d5x402)+1*(d5x403)+-1*(d5x406)+1*(d5x413)+-1*(d5x490)+1*(d5x492)+-1*(d5x493)+-1*(d5x494), d6x95->1*(d5x376)+-1*(d5x381)+1*(d5x406)+-1*(d5x409)+1*(d5x410)+1*(d5x417)+1*(d5x491)+-1*(d5x495)+1*(d5x496)+1*(d5x505), d6x96->1*(d5x382)+-1*(d5x387)+1*(d5x408)+1*(d5x409)+-1*(d5x413)+1*(d5x416)+-1*(d5x492)+1*(d5x497)+1*(d5x498)+1*(d5x519), d6x97->1*(d5x397)+1*(d5x398)+-1*(d5x419)+1*(d5x431)+1*(d5x432)+1*(d5x433)+1*(d5x472)+1*(d5x499)+-1*(d5x503)+1*(d5x505), d6x98->1*(d5x399)+1*(d5x400)+-1*(d5x421)+1*(d5x432)+1*(d5x433)+1*(d5x435)+1*(d5x475)+1*(d5x500)+1*(d5x504)+-1*(d5x506), d6x99->1*(d5x401)+1*(d5x404)+-1*(d5x405)+1*(d5x445)+1*(d5x446)+1*(d5x447)+-1*(d5x501)+1*(d5x502)+-1*(d5x507)+1*(d5x508), d6x100->1*(d5x407)+1*(d5x411)+-1*(d5x412)+1*(d5x446)+1*(d5x447)+1*(d5x450)+1*(d5x502)+1*(d5x509)+1*(d5x510)+1*(d5x518), d6x101->1*(d5x426)+1*(d5x427)+1*(d5x434)+-1*(d5x449)+1*(d5x468)+-1*(d5x511)+1*(d5x516)+1*(d5x518), d6x102->1*(d5x428)+1*(d5x429)+1*(d5x436)+-1*(d5x454)+1*(d5x471)+-1*(d5x512)+-1*(d5x517)+-1*(d5x519), d6x103->-1*(d5x425)+1*(d5x437)+1*(d5x440)+1*(d5x453)+1*(d5x482)+1*(d5x513)+-1*(d5x520)+1*(d5x522), d6x104->-1*(d5x430)+1*(d5x438)+1*(d5x439)+1*(d5x456)+1*(d5x486)+1*(d5x514)+1*(d5x521)+-1*(d5x523), d6x105->1*(d5x441)+1*(d5x442)+-1*(d5x443)+1*(d5x444)+1*(d5x524)+1*(d5x525)>; K:=Complex([*f6,f5,f4,f3,f2,f1*],0); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 17:48:12 on modular [Seed = 637734679] ------------------------------------- Errors: /bin/sh: line 1: 27659 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 17:50:19 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f6,f5,f4,f3,f2,f1*],0); Output: Magma V2.11-6 Wed Oct 6 2004 17:50:11 on modular [Seed = 1041962880] ------------------------------------- >> K:=Complex([*f6,f5,f4,f3,f2,f1*],0);; ^ User error: Identifier 'f6' has not been declared or assigned Total time: 4.419 seconds, Total memory usage: 71.77MB '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 17:51:17 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=Complex([*f3,f2*],0); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 17:50:35 on modular [Seed = 873536946] ------------------------------------- Errors: /bin/sh: line 1: 27673 Killed nice -n 19 /usr/local/bin/magma '192.16.' ************** MAGMA ***************** Host 192.16.204.78 (192.16.204.78) Time: Wed Oct 6 17:51:58 2004 Input: Z:=RationalField(); A1:=RModule(Z,189); A2:=RModule(Z,651); f2:=hom A1|d2x1->0, d2x2->-1*(d1x1)+2*(d1x3), d2x3->-1*(d1x2)+1*(d1x3), d2x4->-2*(d1x1)+2*(d1x4), d2x5->-2*(d1x2)+1*(d1x4), d2x6->-2*(d1x3)+1*(d1x4), d2x7->-1*(d1x2)+1*(d1x6)+-1*(d1x11), d2x8->-1*(d1x1)+1*(d1x5)+1*(d1x7)+-1*(d1x14), d2x9->-1*(d1x1)+2*(d1x8)+-1*(d1x19), d2x10->-1*(d1x2)+1*(d1x6)+-1*(d1x23), d2x11->-1*(d1x2)+1*(d1x8)+-1*(d1x25), d2x12->-1*(d1x3)+1*(d1x8)+-1*(d1x30), d2x13->1*(d1x4)+-1*(d1x5)+1*(d1x10)+-1*(d1x36), d2x14->1*(d1x4)+-1*(d1x6)+-1*(d1x37), d2x15->1*(d1x4)+-1*(d1x7)+-1*(d1x10)+-1*(d1x38), d2x16->1*(d1x4)+-1*(d1x8)+-1*(d1x39), d2x17->-1*(d1x5)+1*(d1x6)+1*(d1x9)+-1*(d1x11)+-1*(d1x42), d2x18->-1*(d1x5)+1*(d1x7)+1*(d1x9)+1*(d1x12)+-1*(d1x44), d2x19->1*(d1x5)+-1*(d1x8)+-1*(d1x13)+-1*(d1x50), d2x20->-1*(d1x6)+1*(d1x7)+1*(d1x11)+1*(d1x12)+-1*(d1x52), d2x21->1*(d1x6)+-1*(d1x8)+-1*(d1x56), d2x22->1*(d1x7)+-1*(d1x8)+1*(d1x13)+-1*(d1x60), d2x23->1*(d1x10)+-1*(d1x14)+1*(d1x17)+-1*(d1x67), d2x24->1*(d1x12)+-1*(d1x14)+1*(d1x16)+-1*(d1x69), d2x25->2*(d1x15)+-1*(d1x19)+-1*(d1x73), d2x26->1*(d1x15)+1*(d1x17)+-1*(d1x18)+-1*(d1x75), d2x27->-1*(d1x16)+1*(d1x17)+1*(d1x22)+-1*(d1x80), d2x28->1*(d1x18)+-1*(d1x19)+1*(d1x26)+-1*(d1x83), d2x29->-1*(d1x11)+1*(d1x20)+-1*(d1x90), d2x30->1*(d1x9)+-1*(d1x13)+-1*(d1x21)+-1*(d1x97), d2x31->-1*(d1x9)+1*(d1x10)+1*(d1x22)+-1*(d1x98), d2x32->-1*(d1x11)+1*(d1x22)+-1*(d1x99), d2x33->1*(d1x10)+-1*(d1x12)+-1*(d1x22)+-1*(d1x100), d2x34->1*(d1x10)+-1*(d1x13)+-1*(d1x101), d2x35->-1*(d1x11)+1*(d1x20)+-1*(d1x103), d2x36->-1*(d1x11)+1*(d1x21)+-1*(d1x107), d2x37->1*(d1x12)+-1*(d1x13)+1*(d1x21)+-1*(d1x109), d2x38->-1*(d1x11)+1*(d1x23), d2x39->1*(d1x15)+-1*(d1x25)+-1*(d1x114), d2x40->1*(d1x15)+-1*(d1x24)+-1*(d1x116), d2x41->1*(d1x15)+-1*(d1x17)+-1*(d1x26)+-1*(d1x120), d2x42->1*(d1x20)+-1*(d1x23)+-1*(d1x122), d2x43->1*(d1x22)+-1*(d1x23)+-1*(d1x125), d2x44->1*(d1x16)+-1*(d1x18)+-1*(d1x23)+1*(d1x24)+-1*(d1x126), d2x45->1*(d1x24)+-1*(d1x25)+-1*(d1x128), d2x46->0, d2x47->1*(d1x16)+-1*(d1x18)+1*(d1x26)+1*(d1x27)+-1*(d1x130), d2x48->1*(d1x9)+-1*(d1x14)+1*(d1x27)+-1*(d1x133), d2x49->1*(d1x13)+-1*(d1x14)+1*(d1x28)+-1*(d1x138), d2x50->1*(d1x15)+-1*(d1x30)+-1*(d1x140), d2x51->1*(d1x15)+-1*(d1x29)+-1*(d1x142), d2x52->1*(d1x16)+-1*(d1x21)+-1*(d1x28)+-1*(d1x146), d2x53->1*(d1x17)+-1*(d1x22)+-1*(d1x27)+-1*(d1x147), d2x54->1*(d1x17)+-1*(d1x28)+-1*(d1x148), d2x55->1*(d1x18)+-1*(d1x28)+-1*(d1x29)+-1*(d1x152), d2x56->-1*(d1x19)+2*(d1x29)+-1*(d1x153), d2x57->-1*(d1x19)+2*(d1x30), d2x58->1*(d1x20)+-1*(d1x21)+-1*(d1x158), d2x59->-1*(d1x20)+1*(d1x22)+-1*(d1x163), d2x60->-1*(d1x21)+1*(d1x22)+-1*(d1x164), d2x61->1*(d1x24)+-1*(d1x25)+-1*(d1x167), d2x62->1*(d1x23)+-1*(d1x24)+1*(d1x26)+1*(d1x27)+-1*(d1x168), d2x63->1*(d1x20)+-1*(d1x23)+-1*(d1x173), d2x64->1*(d1x21)+-1*(d1x23)+-1*(d1x175), d2x65->1*(d1x24)+-1*(d1x29)+-1*(d1x178), d2x66->-1*(d1x25)+1*(d1x29)+-1*(d1x179), d2x67->-1*(d1x25)+1*(d1x30), d2x68->1*(d1x26)+1*(d1x28)+-1*(d1x29)+-1*(d1x181), d2x69->1*(d1x21)+1*(d1x27)+-1*(d1x28)+-1*(d1x184), d2x70->1*(d1x29)+-1*(d1x30)+-1*(d1x189), d2x71->-1*(d1x1)+2*(d1x31), d2x72->-1*(d1x2)+1*(d1x31), d2x73->-1*(d1x3)+1*(d1x31), d2x74->-1*(d1x2)+1*(d1x33), d2x75->-1*(d1x1)+1*(d1x32)+1*(d1x34), d2x76->-1*(d1x1)+2*(d1x35), d2x77->-1*(d1x2)+1*(d1x33), d2x78->-1*(d1x2)+1*(d1x35), d2x79->-1*(d1x3)+1*(d1x35), d2x80->-1*(d1x2)+1*(d1x11)+1*(d1x37), d2x81->-1*(d1x1)+1*(d1x14)+1*(d1x36)+1*(d1x38), d2x82->-1*(d1x1)+1*(d1x19)+2*(d1x39), d2x83->-1*(d1x2)+1*(d1x23)+1*(d1x37), d2x84->-1*(d1x2)+1*(d1x25)+1*(d1x39), d2x85->-1*(d1x3)+1*(d1x30)+1*(d1x39), d2x86->0, d2x87->1*(d1x31)+-1*(d1x32)+1*(d1x40), d2x88->1*(d1x31)+-1*(d1x33), d2x89->1*(d1x31)+-1*(d1x34)+-1*(d1x40), d2x90->1*(d1x31)+-1*(d1x35), d2x91->-1*(d1x5)+1*(d1x9)+1*(d1x32)+-1*(d1x40)+-1*(d1x42), d2x92->-1*(d1x8)+1*(d1x13)+1*(d1x32)+-1*(d1x43)+-1*(d1x45), d2x93->-1*(d1x5)+1*(d1x16)+1*(d1x33)+1*(d1x41)+-1*(d1x44)+-1*(d1x47), d2x94->-1*(d1x5)+1*(d1x18)+1*(d1x34)+1*(d1x41)+1*(d1x45)+-1*(d1x49), d2x95->-1*(d1x6)+1*(d1x20)+1*(d1x33)+-1*(d1x51), d2x96->-1*(d1x8)+1*(d1x21)+1*(d1x33)+-1*(d1x53), d2x97->-1*(d1x6)+1*(d1x24)+1*(d1x34)+1*(d1x44)+1*(d1x45)+-1*(d1x55), d2x98->-1*(d1x7)+1*(d1x27)+1*(d1x34)+1*(d1x42)+-1*(d1x58), d2x99->-1*(d1x8)+1*(d1x28)+1*(d1x34)+1*(d1x43)+-1*(d1x59), d2x100->-1*(d1x8)+1*(d1x29)+1*(d1x35)+-1*(d1x61), d2x101->1*(d1x5)+-1*(d1x9)+-1*(d1x36)+1*(d1x47)+-1*(d1x66), d2x102->1*(d1x8)+-1*(d1x13)+-1*(d1x36)+1*(d1x48)+-1*(d1x71), d2x103->1*(d1x5)+-1*(d1x16)+-1*(d1x37)+-1*(d1x46)+1*(d1x49)+-1*(d1x74), d2x104->1*(d1x5)+-1*(d1x18)+-1*(d1x38)+-1*(d1x46)+-1*(d1x50)+-1*(d1x76), d2x105->1*(d1x6)+-1*(d1x20)+-1*(d1x37)+-1*(d1x77), d2x106->1*(d1x8)+-1*(d1x21)+-1*(d1x37)+-1*(d1x79), d2x107->1*(d1x6)+-1*(d1x24)+-1*(d1x38)+-1*(d1x49)+-1*(d1x50)+-1*(d1x82), d2x108->1*(d1x7)+-1*(d1x27)+-1*(d1x38)+-1*(d1x47)+-1*(d1x84), d2x109->1*(d1x8)+-1*(d1x28)+-1*(d1x38)+-1*(d1x48)+-1*(d1x85), d2x110->1*(d1x8)+-1*(d1x29)+-1*(d1x39)+-1*(d1x87), d2x111->1*(d1x40)+1*(d1x51)+-1*(d1x88), d2x112->1*(d1x40)+-1*(d1x89), d2x113->1*(d1x51)+-1*(d1x90), d2x114->1*(d1x40)+-1*(d1x51)+-1*(d1x91), d2x115->1*(d1x40)+-1*(d1x92), d2x116->-1*(d1x9)+1*(d1x16)+1*(d1x41)+-1*(d1x42)+-1*(d1x52)+-1*(d1x94), d2x117->-1*(d1x9)+1*(d1x18)+1*(d1x41)+-1*(d1x44)+1*(d1x53)+-1*(d1x96), d2x118->1*(d1x41)+-1*(d1x43)+-1*(d1x54)+-1*(d1x100), d2x119->-1*(d1x13)+1*(d1x21)+-1*(d1x42)+1*(d1x43)+-1*(d1x104), d2x120->1*(d1x11)+-1*(d1x23)+1*(d1x42)+-1*(d1x44)+1*(d1x52), d2x121->-1*(d1x11)+1*(d1x25)+1*(d1x53)+-1*(d1x107), d2x122->-1*(d1x12)+1*(d1x26)+1*(d1x45)+1*(d1x52)+-1*(d1x108), d2x123->-1*(d1x13)+1*(d1x28)+1*(d1x43)+-1*(d1x44)+1*(d1x54)+-1*(d1x111), d2x124->-1*(d1x13)+1*(d1x29)+1*(d1x45)+1*(d1x54)+-1*(d1x112), d2x125->1*(d1x9)+-1*(d1x16)+-1*(d1x46)+1*(d1x47)+1*(d1x55)+-1*(d1x115), d2x126->1*(d1x9)+-1*(d1x18)+-1*(d1x46)+1*(d1x49)+-1*(d1x56)+-1*(d1x117), d2x127->1*(d1x46)+-1*(d1x48)+-1*(d1x57)+-1*(d1x120), d2x128->1*(d1x13)+-1*(d1x21)+1*(d1x47)+-1*(d1x48)+-1*(d1x124), d2x129->1*(d1x11)+-1*(d1x23)+1*(d1x47)+-1*(d1x49)+1*(d1x55)+-1*(d1x126), d2x130->-1*(d1x11)+1*(d1x25)+1*(d1x56), d2x131->1*(d1x12)+-1*(d1x26)+-1*(d1x50)+-1*(d1x55)+-1*(d1x129), d2x132->1*(d1x13)+-1*(d1x28)+-1*(d1x48)+1*(d1x49)+-1*(d1x57)+-1*(d1x131), d2x133->1*(d1x13)+-1*(d1x29)+-1*(d1x50)+-1*(d1x57)+-1*(d1x132), d2x134->1*(d1x40)+1*(d1x58)+-1*(d1x133), d2x135->-1*(d1x14)+1*(d1x19)+1*(d1x45)+1*(d1x59)+-1*(d1x138), d2x136->-1*(d1x14)+1*(d1x19)+1*(d1x50)+1*(d1x60), d2x137->1*(d1x61)+-1*(d1x141), d2x138->1*(d1x51)+1*(d1x58)+-1*(d1x143), d2x139->1*(d1x58)+-1*(d1x144), d2x140->-1*(d1x16)+1*(d1x18)+-1*(d1x52)+1*(d1x59)+-1*(d1x145), d2x141->1*(d1x16)+-1*(d1x18)+1*(d1x55)+-1*(d1x60)+-1*(d1x149), d2x142->1*(d1x58)+1*(d1x61)+-1*(d1x151), d2x143->2*(d1x61)+-1*(d1x153), d2x144->1*(d1x51)+-1*(d1x154), d2x145->1*(d1x51)+-1*(d1x155), d2x146->1*(d1x51)+-1*(d1x156), d2x147->-1*(d1x20)+1*(d1x24)+1*(d1x53)+-1*(d1x157), d2x148->-1*(d1x21)+1*(d1x28)+-1*(d1x52)+1*(d1x54)+-1*(d1x161), d2x149->-1*(d1x21)+1*(d1x29)+1*(d1x53)+-1*(d1x162), d2x150->1*(d1x20)+-1*(d1x24)+-1*(d1x56)+-1*(d1x166), d2x151->1*(d1x21)+-1*(d1x28)+1*(d1x55)+-1*(d1x57)+-1*(d1x169), d2x152->1*(d1x21)+-1*(d1x29)+-1*(d1x56)+-1*(d1x170), d2x153->1*(d1x51)+-1*(d1x173), d2x154->-1*(d1x23)+1*(d1x25)+1*(d1x53)+-1*(d1x175), d2x155->-1*(d1x23)+1*(d1x25)+1*(d1x56), d2x156->1*(d1x61)+-1*(d1x177), d2x157->1*(d1x61)+-1*(d1x179), d2x158->-1*(d1x58)+1*(d1x61)+-1*(d1x180), d2x159->-1*(d1x51)+1*(d1x58)+-1*(d1x182), d2x160->1*(d1x58)+-1*(d1x183), d2x161->-1*(d1x28)+1*(d1x29)+-1*(d1x54)+1*(d1x59)+-1*(d1x185), d2x162->1*(d1x28)+-1*(d1x29)+1*(d1x57)+-1*(d1x60)+-1*(d1x187), d2x163->1*(d1x61)+-1*(d1x188), d2x164->1*(d1x61)+-1*(d1x189), d2x165->-1*(d1x1)+2*(d1x62), d2x166->-1*(d1x2)+1*(d1x62), d2x167->-1*(d1x3)+1*(d1x62), d2x168->-1*(d1x2)+1*(d1x64), d2x169->-1*(d1x1)+1*(d1x63)+1*(d1x65), d2x170->-1*(d1x2)+1*(d1x64), d2x171->-1*(d1x10)+1*(d1x41)+1*(d1x66)+-1*(d1x69), d2x172->-1*(d1x12)+1*(d1x43)+1*(d1x66)+-1*(d1x68), d2x173->-1*(d1x15)+1*(d1x46)+-1*(d1x67)+1*(d1x71), d2x174->-1*(d1x17)+1*(d1x48)+-1*(d1x67)+1*(d1x70), d2x175->-1*(d1x22)+1*(d1x54)+1*(d1x68)+-1*(d1x69), d2x176->-1*(d1x26)+1*(d1x57)+-1*(d1x70)+1*(d1x71), d2x177->-1*(d1x4)+2*(d1x62), d2x178->-1*(d1x4)+2*(d1x63)+-1*(d1x73), d2x179->-1*(d1x4)+2*(d1x64), d2x180->-1*(d1x4)+2*(d1x65)+1*(d1x73), d2x181->-1*(d1x6)+1*(d1x63)+1*(d1x68)+-1*(d1x72)+1*(d1x74), d2x182->-1*(d1x7)+1*(d1x63)+1*(d1x70)+-1*(d1x72)+-1*(d1x75), d2x183->-1*(d1x5)+1*(d1x63)+1*(d1x72)+1*(d1x76), d2x184->-1*(d1x7)+1*(d1x64)+-1*(d1x74)+-1*(d1x75)+1*(d1x78), d2x185->-1*(d1x6)+1*(d1x64)+1*(d1x81), d2x186->-1*(d1x7)+1*(d1x65)+-1*(d1x76)+1*(d1x86), d2x187->-1*(d1x11)+1*(d1x77)+1*(d1x90), d2x188->-1*(d1x15)+1*(d1x79)+1*(d1x93), d2x189->-1*(d1x17)+-1*(d1x67)+1*(d1x69)+1*(d1x78)+1*(d1x95), d2x190->1*(d1x67)+-1*(d1x69)+-1*(d1x80)+-1*(d1x100), d2x191->-1*(d1x20)+1*(d1x77)+1*(d1x102), d2x192->-1*(d1x22)+1*(d1x77)+1*(d1x105), d2x193->-1*(d1x23)+1*(d1x68)+-1*(d1x70)+1*(d1x78), d2x194->-1*(d1x24)+1*(d1x79)+1*(d1x106), d2x195->-1*(d1x25)+1*(d1x79)+1*(d1x107), d2x196->-1*(d1x27)+-1*(d1x68)+1*(d1x70)+-1*(d1x80)+1*(d1x110), d2x197->-1*(d1x11)+1*(d1x81), d2x198->-1*(d1x9)+1*(d1x72)+1*(d1x82)+1*(d1x113), d2x199->-1*(d1x10)+1*(d1x72)+-1*(d1x83)+1*(d1x118), d2x200->-1*(d1x10)+1*(d1x73)+1*(d1x74)+-1*(d1x83)+1*(d1x119), d2x201->1*(d1x73)+-1*(d1x75)+-1*(d1x83)+-1*(d1x120), d2x202->-1*(d1x10)+1*(d1x73)+1*(d1x76)+1*(d1x121), d2x203->-1*(d1x12)+1*(d1x74)+1*(d1x75)+-1*(d1x81)+1*(d1x123), d2x204->-1*(d1x11)+1*(d1x74)+-1*(d1x76)+1*(d1x82)+1*(d1x126), d2x205->-1*(d1x12)+1*(d1x75)+1*(d1x76)+-1*(d1x82)+1*(d1x127), d2x206->-1*(d1x14)+1*(d1x66)+1*(d1x84)+1*(d1x133), d2x207->-1*(d1x15)+1*(d1x67)+1*(d1x85)+1*(d1x134), d2x208->-1*(d1x16)+1*(d1x68)+1*(d1x84)+1*(d1x135), d2x209->-1*(d1x17)+1*(d1x69)+1*(d1x84)+1*(d1x136), d2x210->-1*(d1x18)+1*(d1x70)+1*(d1x85)+1*(d1x137), d2x211->-1*(d1x19)+1*(d1x71)+1*(d1x85)+1*(d1x138), d2x212->-1*(d1x14)+1*(d1x72)+1*(d1x86), d2x213->-1*(d1x15)+1*(d1x87)+1*(d1x139), d2x214->-1*(d1x17)+1*(d1x83)+1*(d1x86)+1*(d1x150), d2x215->-1*(d1x19)+2*(d1x87)+1*(d1x153), d2x216->-1*(d1x26)+-1*(d1x78)+1*(d1x79)+1*(d1x80)+1*(d1x159), d2x217->-1*(d1x27)+-1*(d1x77)+1*(d1x78)+-1*(d1x80)+1*(d1x160), d2x218->-1*(d1x20)+1*(d1x81)+1*(d1x165), d2x219->-1*(d1x22)+1*(d1x81)+1*(d1x171), d2x220->-1*(d1x22)+1*(d1x82)+1*(d1x83)+1*(d1x172), d2x221->-1*(d1x23)+1*(d1x77)+1*(d1x173), d2x222->-1*(d1x24)+1*(d1x78)+-1*(d1x84)+1*(d1x85)+1*(d1x174), d2x223->-1*(d1x25)+1*(d1x79)+1*(d1x175), d2x224->-1*(d1x26)+1*(d1x80)+-1*(d1x84)+1*(d1x85)+1*(d1x176), d2x225->-1*(d1x23)+1*(d1x81), d2x226->-1*(d1x25)+1*(d1x87)+1*(d1x179), d2x227->-1*(d1x27)+-1*(d1x82)+1*(d1x86)+1*(d1x186), d2x228->-1*(d1x30)+1*(d1x87)+1*(d1x189), d2x229->1*(d1x31)+-1*(d1x32)+1*(d1x89), d2x230->1*(d1x31)+-1*(d1x33), d2x231->1*(d1x31)+-1*(d1x34)+-1*(d1x89), d2x232->1*(d1x31)+-1*(d1x35), d2x233->-1*(d1x32)+1*(d1x33)+1*(d1x88)+-1*(d1x90), d2x234->-1*(d1x32)+1*(d1x34)+1*(d1x88)+1*(d1x91), d2x235->1*(d1x32)+-1*(d1x35)+-1*(d1x92), d2x236->-1*(d1x33)+1*(d1x34)+1*(d1x90)+1*(d1x91), d2x237->1*(d1x33)+-1*(d1x35), d2x238->1*(d1x34)+-1*(d1x35)+1*(d1x92), d2x239->1*(d1x32)+-1*(d1x36)+-1*(d1x40)+-1*(d1x66)+1*(d1x94), d2x240->1*(d1x35)+-1*(d1x36)+-1*(d1x45)+-1*(d1x71)+1*(d1x95), d2x241->1*(d1x32)+-1*(d1x37)+-1*(d1x47)+-1*(d1x74)+-1*(d1x93)+1*(d1x96), d2x242->1*(d1x32)+-1*(d1x38)+-1*(d1x49)+-1*(d1x76)+-1*(d1x93)+-1*(d1x97), d2x243->1*(d1x33)+-1*(d1x37)+-1*(d1x51)+-1*(d1x77), d2x244->1*(d1x35)+-1*(d1x37)+-1*(d1x53)+-1*(d1x79), d2x245->1*(d1x33)+-1*(d1x38)+-1*(d1x55)+-1*(d1x82)+-1*(d1x96)+-1*(d1x97), d2x246->1*(d1x34)+-1*(d1x38)+-1*(d1x58)+-1*(d1x84)+-1*(d1x94), d2x247->1*(d1x35)+-1*(d1x38)+-1*(d1x59)+-1*(d1x85)+-1*(d1x95), d2x248->1*(d1x35)+-1*(d1x39)+-1*(d1x61)+-1*(d1x87), d2x249->1*(d1x36)+-1*(d1x37)+-1*(d1x42)+-1*(d1x98)+1*(d1x99), d2x250->1*(d1x36)+-1*(d1x38)+-1*(d1x44)+-1*(d1x98)+-1*(d1x100), d2x251->-1*(d1x36)+1*(d1x39)+-1*(d1x50)+1*(d1x101), d2x252->1*(d1x37)+-1*(d1x38)+-1*(d1x52)+-1*(d1x99)+-1*(d1x100), d2x253->-1*(d1x37)+1*(d1x39)+-1*(d1x56), d2x254->-1*(d1x38)+1*(d1x39)+-1*(d1x60)+-1*(d1x101), d2x255->1*(d1x88)+-1*(d1x89)+-1*(d1x103), d2x256->1*(d1x88)+-1*(d1x91)+-1*(d1x102), d2x257->-1*(d1x41)+1*(d1x46)+1*(d1x89)+-1*(d1x93)+1*(d1x104), d2x258->-1*(d1x40)+-1*(d1x42)+1*(d1x47)+1*(d1x89)+-1*(d1x94), d2x259->-1*(d1x43)+1*(d1x48)+1*(d1x89)+-1*(d1x95), d2x260->-1*(d1x40)+-1*(d1x44)+1*(d1x49)+1*(d1x89)+-1*(d1x96)+1*(d1x104), d2x261->1*(d1x40)+-1*(d1x45)+1*(d1x50)+-1*(d1x97)+-1*(d1x104), d2x262->-1*(d1x90)+-1*(d1x99)+1*(d1x105), d2x263->-1*(d1x90)+1*(d1x102)+-1*(d1x103), d2x264->-1*(d1x42)+1*(d1x44)+-1*(d1x52)+-1*(d1x90)+1*(d1x103), d2x265->-1*(d1x42)+-1*(d1x45)+1*(d1x53)+1*(d1x91)+1*(d1x103)+-1*(d1x104), d2x266->-1*(d1x43)+1*(d1x54)+1*(d1x91)+1*(d1x102)+-1*(d1x105), d2x267->-1*(d1x43)+1*(d1x57)+1*(d1x92)+-1*(d1x108), d2x268->-1*(d1x44)+-1*(d1x45)+1*(d1x59)+1*(d1x91)+1*(d1x105)+-1*(d1x111), d2x269->1*(d1x93)+-1*(d1x107)+-1*(d1x114), d2x270->1*(d1x93)+-1*(d1x106)+-1*(d1x116), d2x271->1*(d1x41)+-1*(d1x46)+1*(d1x94)+1*(d1x108)+-1*(d1x119), d2x272->1*(d1x41)+-1*(d1x46)+1*(d1x96)+-1*(d1x109)+-1*(d1x121), d2x273->1*(d1x42)+-1*(d1x47)+1*(d1x51)+1*(d1x94)+-1*(d1x122), d2x274->1*(d1x43)+-1*(d1x48)+1*(d1x94)+-1*(d1x123), d2x275->-1*(d1x48)+1*(d1x54)+1*(d1x95)+-1*(d1x125), d2x276->1*(d1x43)+-1*(d1x48)+1*(d1x96)+-1*(d1x106)+-1*(d1x127), d2x277->1*(d1x42)+-1*(d1x49)+1*(d1x55)+1*(d1x96)+-1*(d1x107)+-1*(d1x128), d2x278->-1*(d1x42)+-1*(d1x50)+1*(d1x56)+1*(d1x97)+1*(d1x107), d2x279->1*(d1x43)+-1*(d1x57)+-1*(d1x97)+-1*(d1x106)+-1*(d1x129), d2x280->1*(d1x44)+-1*(d1x49)+1*(d1x58)+1*(d1x94)+1*(d1x108)+-1*(d1x130), d2x281->-1*(d1x44)+-1*(d1x50)+1*(d1x60)+1*(d1x97)+1*(d1x109), d2x282->1*(d1x45)+-1*(d1x50)+-1*(d1x61)+-1*(d1x108)+-1*(d1x132), d2x283->-1*(d1x41)+1*(d1x46)+-1*(d1x98)+1*(d1x111)+-1*(d1x134), d2x284->-1*(d1x43)+1*(d1x48)+-1*(d1x98)+1*(d1x110)+-1*(d1x136), d2x285->-1*(d1x99)+1*(d1x112)+-1*(d1x141), d2x286->-1*(d1x99)+1*(d1x110)+-1*(d1x144), d2x287->-1*(d1x47)+1*(d1x49)+-1*(d1x52)+-1*(d1x99)+1*(d1x111)+-1*(d1x145), d2x288->1*(d1x47)+1*(d1x50)+-1*(d1x53)+-1*(d1x100)+-1*(d1x111)+-1*(d1x146), d2x289->1*(d1x48)+-1*(d1x54)+-1*(d1x100)+-1*(d1x110)+-1*(d1x147), d2x290->1*(d1x48)+-1*(d1x57)+-1*(d1x101)+-1*(d1x150), d2x291->1*(d1x49)+1*(d1x50)+-1*(d1x59)+-1*(d1x100)+-1*(d1x112)+-1*(d1x152), d2x292->1*(d1x102)+-1*(d1x103)+-1*(d1x156), d2x293->-1*(d1x51)+-1*(d1x52)+1*(d1x55)+1*(d1x104)+-1*(d1x157), d2x294->1*(d1x51)+-1*(d1x53)+1*(d1x56)+-1*(d1x158), d2x295->-1*(d1x54)+1*(d1x57)+1*(d1x104)+-1*(d1x159), d2x296->-1*(d1x52)+-1*(d1x53)+1*(d1x59)+-1*(d1x103)+1*(d1x105)+-1*(d1x161), d2x297->-1*(d1x102)+1*(d1x105)+-1*(d1x163), d2x298->1*(d1x106)+-1*(d1x107)+-1*(d1x167), d2x299->1*(d1x52)+-1*(d1x55)+1*(d1x58)+1*(d1x108)+-1*(d1x168), d2x300->-1*(d1x52)+-1*(d1x56)+1*(d1x60)+-1*(d1x107)+1*(d1x109), d2x301->1*(d1x53)+-1*(d1x56)+-1*(d1x61)+-1*(d1x170), d2x302->1*(d1x54)+-1*(d1x57)+1*(d1x108)+-1*(d1x171), d2x303->1*(d1x54)+-1*(d1x57)+1*(d1x106)+-1*(d1x109)+-1*(d1x172), d2x304->-1*(d1x54)+1*(d1x57)+-1*(d1x110)+1*(d1x111)+-1*(d1x176), d2x305->1*(d1x55)+1*(d1x56)+-1*(d1x59)+1*(d1x111)+-1*(d1x112)+-1*(d1x178), d2x306->-1*(d1x110)+1*(d1x112)+-1*(d1x180), d2x307->1*(d1x58)+-1*(d1x59)+1*(d1x60)+1*(d1x104)+-1*(d1x184), d2x308->1*(d1x59)+-1*(d1x60)+-1*(d1x61)+1*(d1x108)+-1*(d1x187), d2x309->-1*(d1x31)+1*(d1x62), d2x310->-1*(d1x31)+1*(d1x63)+-1*(d1x114), d2x311->-1*(d1x31)+1*(d1x64), d2x312->-1*(d1x31)+1*(d1x65)+1*(d1x114), d2x313->-1*(d1x33)+1*(d1x63)+-1*(d1x113)+1*(d1x115), d2x314->-1*(d1x34)+1*(d1x63)+-1*(d1x113)+-1*(d1x116), d2x315->-1*(d1x32)+1*(d1x63)+1*(d1x117), d2x316->-1*(d1x34)+1*(d1x64)+-1*(d1x115)+-1*(d1x116), d2x317->-1*(d1x33)+1*(d1x64), d2x318->-1*(d1x34)+1*(d1x65)+-1*(d1x117), d2x319->-1*(d1x37)+1*(d1x63)+-1*(d1x68)+-1*(d1x118)+1*(d1x119), d2x320->-1*(d1x38)+1*(d1x63)+-1*(d1x70)+-1*(d1x118)+-1*(d1x120), d2x321->-1*(d1x36)+1*(d1x63)+-1*(d1x72)+1*(d1x121), d2x322->-1*(d1x38)+1*(d1x64)+-1*(d1x78)+-1*(d1x119)+-1*(d1x120), d2x323->-1*(d1x37)+1*(d1x64)+-1*(d1x81), d2x324->-1*(d1x38)+1*(d1x65)+-1*(d1x86)+-1*(d1x121), d2x325->-1*(d1x40)+1*(d1x88)+-1*(d1x122), d2x326->-1*(d1x45)+1*(d1x66)+-1*(d1x71)+1*(d1x92)+-1*(d1x123), d2x327->-1*(d1x50)+1*(d1x66)+-1*(d1x71)+1*(d1x97)+-1*(d1x124), d2x328->-1*(d1x99)+1*(d1x125), d2x329->-1*(d1x51)+1*(d1x102)+-1*(d1x122), d2x330->-1*(d1x103)+1*(d1x122), d2x331->-1*(d1x52)+-1*(d1x68)+1*(d1x70)+1*(d1x123), d2x332->-1*(d1x55)+-1*(d1x68)+1*(d1x70)+1*(d1x106)+1*(d1x124), d2x333->-1*(d1x58)+1*(d1x110)+-1*(d1x125), d2x334->-1*(d1x61)+1*(d1x112)+-1*(d1x125), d2x335->-1*(d1x42)+1*(d1x68)+-1*(d1x72)+1*(d1x113)+-1*(d1x126), d2x336->-1*(d1x44)+1*(d1x70)+-1*(d1x72)+1*(d1x113)+1*(d1x127), d2x337->-1*(d1x40)+1*(d1x113)+-1*(d1x128), d2x338->0, d2x339->-1*(d1x40)+1*(d1x114)+1*(d1x115)+-1*(d1x128), d2x340->1*(d1x114)+-1*(d1x116)+-1*(d1x128), d2x341->-1*(d1x40)+1*(d1x114)+1*(d1x117), d2x342->-1*(d1x41)+1*(d1x113)+1*(d1x118)+1*(d1x129), d2x343->-1*(d1x42)+-1*(d1x74)+1*(d1x77)+1*(d1x115)+1*(d1x122)+-1*(d1x126), d2x344->-1*(d1x45)+1*(d1x74)+-1*(d1x79)+1*(d1x116)+1*(d1x124)+-1*(d1x127), d2x345->-1*(d1x75)+1*(d1x80)+1*(d1x116)+-1*(d1x125)+1*(d1x126), d2x346->-1*(d1x42)+-1*(d1x76)+1*(d1x82)+1*(d1x117)+1*(d1x128), d2x347->-1*(d1x44)+-1*(d1x76)+1*(d1x84)+1*(d1x115)+1*(d1x129)+1*(d1x130), d2x348->-1*(d1x45)+1*(d1x76)+-1*(d1x85)+1*(d1x116)+-1*(d1x129)+1*(d1x131), d2x349->-1*(d1x47)+1*(d1x68)+-1*(d1x72)+1*(d1x118)+-1*(d1x130)+1*(d1x135), d2x350->-1*(d1x49)+1*(d1x70)+-1*(d1x72)+1*(d1x118)+1*(d1x131)+1*(d1x137), d2x351->-1*(d1x46)+1*(d1x118)+1*(d1x132)+1*(d1x139), d2x352->-1*(d1x47)+-1*(d1x74)+1*(d1x77)+1*(d1x119)+-1*(d1x130)+1*(d1x143), d2x353->-1*(d1x50)+1*(d1x74)+-1*(d1x79)+1*(d1x120)+-1*(d1x131)+1*(d1x146), d2x354->1*(d1x75)+-1*(d1x80)+-1*(d1x120)+-1*(d1x130)+-1*(d1x147), d2x355->-1*(d1x47)+-1*(d1x76)+1*(d1x82)+1*(d1x121)+1*(d1x149), d2x356->-1*(d1x49)+-1*(d1x76)+1*(d1x84)+1*(d1x119)+1*(d1x132)+1*(d1x151), d2x357->-1*(d1x50)+1*(d1x76)+-1*(d1x85)+1*(d1x120)+-1*(d1x132)+1*(d1x152), d2x358->-1*(d1x51)+1*(d1x154), d2x359->-1*(d1x53)+1*(d1x77)+-1*(d1x79)+1*(d1x155), d2x360->-1*(d1x56)+1*(d1x77)+-1*(d1x79)+1*(d1x158), d2x361->-1*(d1x58)+1*(d1x122)+-1*(d1x125)+1*(d1x160), d2x362->-1*(d1x61)+1*(d1x162), d2x363->-1*(d1x122)+1*(d1x125)+-1*(d1x163), d2x364->-1*(d1x52)+1*(d1x78)+-1*(d1x81)+1*(d1x126)+1*(d1x127), d2x365->-1*(d1x51)+1*(d1x165), d2x366->-1*(d1x51)+1*(d1x128)+1*(d1x166), d2x367->1*(d1x128)+-1*(d1x167), d2x368->-1*(d1x52)+-1*(d1x82)+1*(d1x84)+1*(d1x126)+1*(d1x129)+1*(d1x168), d2x369->-1*(d1x53)+1*(d1x82)+-1*(d1x85)+1*(d1x127)+-1*(d1x129)+1*(d1x169), d2x370->-1*(d1x55)+1*(d1x78)+-1*(d1x81)+1*(d1x130)+1*(d1x131)+1*(d1x174), d2x371->-1*(d1x55)+-1*(d1x82)+1*(d1x84)+1*(d1x130)+1*(d1x132)+1*(d1x177), d2x372->-1*(d1x56)+1*(d1x82)+-1*(d1x85)+1*(d1x131)+-1*(d1x132)+1*(d1x178), d2x373->-1*(d1x58)+1*(d1x122)+1*(d1x182), d2x374->-1*(d1x59)+1*(d1x84)+-1*(d1x85)+1*(d1x123)+1*(d1x183), d2x375->-1*(d1x60)+1*(d1x84)+-1*(d1x85)+1*(d1x124)+1*(d1x184), d2x376->-1*(d1x61)+1*(d1x125)+1*(d1x185), d2x377->-1*(d1x58)+1*(d1x128)+1*(d1x186), d2x378->-1*(d1x61)+1*(d1x188), d2x379->1*(d1x41)+-1*(d1x67)+-1*(d1x133)+1*(d1x136), d2x380->1*(d1x43)+-1*(d1x69)+-1*(d1x133)+1*(d1x135), d2x381->1*(d1x46)+-1*(d1x73)+1*(d1x134)+-1*(d1x138), d2x382->1*(d1x48)+-1*(d1x75)+1*(d1x134)+-1*(d1x137), d2x383->1*(d1x54)+-1*(d1x80)+-1*(d1x135)+1*(d1x136), d2x384->1*(d1x57)+-1*(d1x83)+1*(d1x137)+-1*(d1x138), d2x385->-1*(d1x62)+1*(d1x63)+-1*(d1x140), d2x386->-1*(d1x62)+1*(d1x64), d2x387->-1*(d1x62)+1*(d1x65)+1*(d1x140), d2x388->1*(d1x63)+-1*(d1x64)+-1*(d1x139)+1*(d1x141), d2x389->1*(d1x63)+-1*(d1x65)+-1*(d1x139)+-1*(d1x142), d2x390->1*(d1x64)+-1*(d1x65)+-1*(d1x141)+-1*(d1x142), d2x391->1*(d1x89)+-1*(d1x133)+1*(d1x144), d2x392->1*(d1x91)+-1*(d1x133)+1*(d1x143), d2x393->1*(d1x66)+-1*(d1x74)+-1*(d1x94)+-1*(d1x134)+1*(d1x145), d2x394->1*(d1x66)+-1*(d1x76)+-1*(d1x96)+-1*(d1x134)+-1*(d1x146), d2x395->-1*(d1x67)+1*(d1x98)+1*(d1x133)+1*(d1x147), d2x396->-1*(d1x67)+1*(d1x101)+1*(d1x138)+1*(d1x148), d2x397->1*(d1x68)+-1*(d1x77)+-1*(d1x102)+-1*(d1x135)+1*(d1x143), d2x398->1*(d1x70)+-1*(d1x78)+-1*(d1x135)+1*(d1x144), d2x399->1*(d1x71)+-1*(d1x79)+-1*(d1x104)+-1*(d1x136)+1*(d1x144), d2x400->1*(d1x68)+-1*(d1x81)+-1*(d1x137)+1*(d1x145), d2x401->1*(d1x68)+-1*(d1x82)+-1*(d1x106)+-1*(d1x137)+-1*(d1x146), d2x402->1*(d1x69)+-1*(d1x83)+1*(d1x108)+-1*(d1x138)+1*(d1x145), d2x403->-1*(d1x69)+1*(d1x109)+1*(d1x138)+1*(d1x146), d2x404->1*(d1x70)+-1*(d1x84)+-1*(d1x110)+-1*(d1x135)+-1*(d1x147), d2x405->1*(d1x71)+-1*(d1x85)+-1*(d1x111)+-1*(d1x136)+-1*(d1x147), d2x406->1*(d1x70)+-1*(d1x86)+-1*(d1x137)+-1*(d1x148), d2x407->-1*(d1x66)+1*(d1x72)+-1*(d1x113)+1*(d1x149), d2x408->-1*(d1x67)+1*(d1x118)+1*(d1x150), d2x409->-1*(d1x69)+1*(d1x83)+1*(d1x129)+1*(d1x149), d2x410->-1*(d1x71)+1*(d1x87)+-1*(d1x132)+1*(d1x150), d2x411->1*(d1x72)+-1*(d1x74)+-1*(d1x135)+-1*(d1x139)+1*(d1x151), d2x412->1*(d1x72)+-1*(d1x76)+-1*(d1x137)+-1*(d1x139)+-1*(d1x152), d2x413->-1*(d1x73)+2*(d1x139)+-1*(d1x153), d2x414->-1*(d1x73)+2*(d1x140), d2x415->2*(d1x141)+-1*(d1x153), d2x416->-1*(d1x73)+2*(d1x142)+1*(d1x153), d2x417->1*(d1x141)+1*(d1x144)+-1*(d1x151), d2x418->1*(d1x74)+-1*(d1x76)+-1*(d1x141)+-1*(d1x145)+-1*(d1x152), d2x419->-1*(d1x75)+1*(d1x142)+1*(d1x148)+-1*(d1x152), d2x420->-1*(d1x143)+1*(d1x144)+1*(d1x156), d2x421->1*(d1x77)+-1*(d1x82)+-1*(d1x145)+-1*(d1x146)+-1*(d1x157), d2x422->1*(d1x78)+-1*(d1x84)+-1*(d1x143)+-1*(d1x147)+-1*(d1x160), d2x423->1*(d1x79)+-1*(d1x85)+-1*(d1x144)+-1*(d1x147)+-1*(d1x161), d2x424->1*(d1x78)+-1*(d1x86)+-1*(d1x145)+-1*(d1x148), d2x425->-1*(d1x80)+-1*(d1x146)+1*(d1x148)+1*(d1x164), d2x426->-1*(d1x77)+1*(d1x81)+-1*(d1x165), d2x427->-1*(d1x79)+1*(d1x87)+-1*(d1x170), d2x428->1*(d1x81)+-1*(d1x82)+-1*(d1x151)+-1*(d1x152)+-1*(d1x174), d2x429->1*(d1x151)+-1*(d1x153)+1*(d1x180), d2x430->-1*(d1x83)+1*(d1x152)+1*(d1x153)+1*(d1x181), d2x431->-1*(d1x84)+1*(d1x86)+-1*(d1x149)+-1*(d1x186), d2x432->-1*(d1x85)+1*(d1x87)+-1*(d1x150)+-1*(d1x187), d2x433->-1*(d1x90)+1*(d1x154), d2x434->1*(d1x88)+-1*(d1x92)+-1*(d1x155), d2x435->-1*(d1x88)+1*(d1x89)+1*(d1x156), d2x436->-1*(d1x90)+1*(d1x156), d2x437->1*(d1x89)+-1*(d1x91)+-1*(d1x156), d2x438->1*(d1x89)+-1*(d1x92), d2x439->-1*(d1x90)+1*(d1x154), d2x440->-1*(d1x90)+1*(d1x155), d2x441->1*(d1x91)+-1*(d1x92)+1*(d1x155), d2x442->1*(d1x88)+-1*(d1x93)+-1*(d1x115)+1*(d1x157), d2x443->1*(d1x88)+-1*(d1x93)+-1*(d1x117)+-1*(d1x158), d2x444->1*(d1x93)+-1*(d1x95)+1*(d1x100)+-1*(d1x120)+-1*(d1x159), d2x445->1*(d1x92)+1*(d1x94)+-1*(d1x95)+-1*(d1x104)+-1*(d1x124), d2x446->1*(d1x90)+1*(d1x94)+-1*(d1x96)+-1*(d1x126)+1*(d1x157), d2x447->-1*(d1x90)+1*(d1x107)+1*(d1x158), d2x448->1*(d1x91)+-1*(d1x97)+-1*(d1x108)+-1*(d1x129)+-1*(d1x157), d2x449->1*(d1x92)+-1*(d1x95)+1*(d1x96)+-1*(d1x111)+-1*(d1x131)+-1*(d1x159), d2x450->1*(d1x92)+-1*(d1x97)+-1*(d1x112)+-1*(d1x132)+-1*(d1x159), d2x451->-1*(d1x89)+1*(d1x93)+-1*(d1x98)+-1*(d1x134)+1*(d1x161), d2x452->-1*(d1x91)+1*(d1x95)+-1*(d1x98)+-1*(d1x136)+1*(d1x160), d2x453->-1*(d1x141)+1*(d1x162), d2x454->-1*(d1x99)+1*(d1x103)+-1*(d1x144)+1*(d1x160), d2x455->-1*(d1x94)+1*(d1x96)+-1*(d1x99)+-1*(d1x145)+1*(d1x161), d2x456->1*(d1x94)+1*(d1x97)+-1*(d1x100)+-1*(d1x104)+-1*(d1x146)+-1*(d1x161), d2x457->1*(d1x95)+-1*(d1x100)+-1*(d1x105)+-1*(d1x147)+-1*(d1x160), d2x458->1*(d1x95)+-1*(d1x101)+-1*(d1x108)+-1*(d1x150), d2x459->1*(d1x96)+1*(d1x97)+-1*(d1x100)+-1*(d1x111)+-1*(d1x152)+-1*(d1x162), d2x460->1*(d1x90)+-1*(d1x99)+1*(d1x163), d2x461->-1*(d1x97)+-1*(d1x98)+1*(d1x101)+1*(d1x164), d2x462->1*(d1x99)+-1*(d1x103)+-1*(d1x163), d2x463->-1*(d1x99)+1*(d1x107)+1*(d1x164), d2x464->-1*(d1x100)+1*(d1x101)+-1*(d1x109)+-1*(d1x164), d2x465->0, d2x466->1*(d1x154)+-1*(d1x156), d2x467->-1*(d1x102)+1*(d1x106)+1*(d1x155)+-1*(d1x157), d2x468->-1*(d1x102)+1*(d1x110)+1*(d1x156)+-1*(d1x160), d2x469->-1*(d1x103)+-1*(d1x104)+1*(d1x111)+1*(d1x156)+-1*(d1x161), d2x470->-1*(d1x105)+1*(d1x112)+1*(d1x156)+-1*(d1x162), d2x471->1*(d1x102)+-1*(d1x106)+1*(d1x157)+-1*(d1x165), d2x472->1*(d1x102)+-1*(d1x106)+-1*(d1x158)+-1*(d1x166), d2x473->1*(d1x103)+-1*(d1x107)+1*(d1x157)+-1*(d1x167), d2x474->-1*(d1x103)+1*(d1x107)+1*(d1x158), d2x475->-1*(d1x106)+1*(d1x110)+1*(d1x159)+-1*(d1x168), d2x476->1*(d1x105)+-1*(d1x108)+-1*(d1x109)+1*(d1x157)+-1*(d1x172), d2x477->1*(d1x102)+-1*(d1x110)+1*(d1x160)+-1*(d1x173), d2x478->1*(d1x106)+-1*(d1x110)+1*(d1x161)+-1*(d1x174), d2x479->1*(d1x104)+1*(d1x107)+-1*(d1x111)+1*(d1x161)+-1*(d1x175), d2x480->1*(d1x162)+-1*(d1x177), d2x481->1*(d1x162)+-1*(d1x179), d2x482->1*(d1x108)+1*(d1x109)+-1*(d1x112)+1*(d1x161)+-1*(d1x181), d2x483->-1*(d1x102)+1*(d1x110)+-1*(d1x163)+-1*(d1x182), d2x484->-1*(d1x105)+1*(d1x112)+-1*(d1x163)+-1*(d1x185), d2x485->-1*(d1x106)+1*(d1x110)+-1*(d1x164)+-1*(d1x186), d2x486->-1*(d1x90)+1*(d1x165), d2x487->-1*(d1x88)+1*(d1x113)+1*(d1x166), d2x488->-1*(d1x89)+1*(d1x113)+-1*(d1x167), d2x489->-1*(d1x89)+1*(d1x114)+1*(d1x115)+-1*(d1x167), d2x490->1*(d1x114)+-1*(d1x116)+-1*(d1x167), d2x491->-1*(d1x89)+1*(d1x114)+1*(d1x117), d2x492->-1*(d1x91)+1*(d1x115)+1*(d1x116)+-1*(d1x165), d2x493->-1*(d1x90)+1*(d1x115)+-1*(d1x117)+1*(d1x166), d2x494->-1*(d1x91)+1*(d1x116)+1*(d1x117)+-1*(d1x166), d2x495->-1*(d1x94)+-1*(d1x113)+1*(d1x118)+1*(d1x135)+-1*(d1x168), d2x496->-1*(d1x96)+-1*(d1x113)+1*(d1x118)+1*(d1x137)+1*(d1x169), d2x497->-1*(d1x93)+1*(d1x139)+1*(d1x170), d2x498->-1*(d1x94)+-1*(d1x115)+1*(d1x119)+-1*(d1x122)+1*(d1x143)+-1*(d1x168), d2x499->-1*(d1x97)+1*(d1x115)+1*(d1x120)+-1*(d1x124)+1*(d1x146)+-1*(d1x169), d2x500->1*(d1x116)+-1*(d1x120)+-1*(d1x125)+-1*(d1x147)+-1*(d1x168), d2x501->-1*(d1x94)+-1*(d1x117)+1*(d1x121)+-1*(d1x128)+1*(d1x149), d2x502->-1*(d1x96)+-1*(d1x117)+1*(d1x119)+-1*(d1x130)+1*(d1x151)+1*(d1x170), d2x503->-1*(d1x97)+1*(d1x117)+1*(d1x120)+-1*(d1x131)+1*(d1x152)+-1*(d1x170), d2x504->-1*(d1x99)+1*(d1x171), d2x505->-1*(d1x98)+-1*(d1x113)+1*(d1x118)+1*(d1x172), d2x506->-1*(d1x100)+1*(d1x119)+1*(d1x120)+-1*(d1x123)+-1*(d1x171), d2x507->-1*(d1x99)+1*(d1x119)+-1*(d1x121)+-1*(d1x126)+1*(d1x172), d2x508->-1*(d1x100)+1*(d1x120)+1*(d1x121)+-1*(d1x127)+-1*(d1x172), d2x509->-1*(d1x104)+-1*(d1x122)+1*(d1x123)+-1*(d1x124)+1*(d1x155), d2x510->-1*(d1x108)+-1*(d1x123)+1*(d1x124)+1*(d1x125)+1*(d1x159), d2x511->-1*(d1x103)+1*(d1x123)+-1*(d1x126)+-1*(d1x127)+1*(d1x165), d2x512->-1*(d1x103)+1*(d1x166)+1*(d1x167), d2x513->-1*(d1x126)+-1*(d1x128)+1*(d1x130)+1*(d1x167)+-1*(d1x168), d2x514->-1*(d1x104)+1*(d1x127)+-1*(d1x128)+-1*(d1x131)+1*(d1x167)+1*(d1x169), d2x515->-1*(d1x104)+1*(d1x129)+-1*(d1x132)+1*(d1x167)+1*(d1x170), d2x516->-1*(d1x105)+1*(d1x165)+1*(d1x171), d2x517->1*(d1x122)+1*(d1x126)+-1*(d1x130)+1*(d1x168)+-1*(d1x173), d2x518->-1*(d1x107)+1*(d1x124)+-1*(d1x126)+-1*(d1x131)+1*(d1x169)+1*(d1x175), d2x519->-1*(d1x108)+1*(d1x125)+-1*(d1x127)+1*(d1x131)+1*(d1x168)+1*(d1x176), d2x520->-1*(d1x107)+1*(d1x170)+1*(d1x179), d2x521->-1*(d1x108)+-1*(d1x129)+1*(d1x132)+1*(d1x168)+1*(d1x180), d2x522->-1*(d1x109)+1*(d1x129)+-1*(d1x132)+1*(d1x169)+1*(d1x181), d2x523->-1*(d1x111)+1*(d1x123)+-1*(d1x130)+-1*(d1x131)+1*(d1x171)+1*(d1x183), d2x524->-1*(d1x111)+1*(d1x129)+-1*(d1x132)+1*(d1x172)+1*(d1x187), d2x525->-1*(d1x112)+1*(d1x171)+1*(d1x188), d2x526->-1*(d1x90)+1*(d1x173), d2x527->1*(d1x93)+-1*(d1x114)+-1*(d1x175), d2x528->1*(d1x95)+-1*(d1x116)+1*(d1x134)+-1*(d1x136)+-1*(d1x174), d2x529->1*(d1x100)+-1*(d1x120)+1*(d1x134)+-1*(d1x136)+-1*(d1x176), d2x530->1*(d1x102)+-1*(d1x122)+-1*(d1x173), d2x531->1*(d1x105)+-1*(d1x125)+-1*(d1x173), d2x532->-1*(d1x126)+1*(d1x135)+-1*(d1x137)+1*(d1x174), d2x533->1*(d1x106)+-1*(d1x128)+-1*(d1x175), d2x534->-1*(d1x107)+1*(d1x175), d2x535->1*(d1x110)+-1*(d1x130)+1*(d1x135)+-1*(d1x137)+1*(d1x176), d2x536->1*(d1x113)+-1*(d1x115)+-1*(d1x139)+1*(d1x177), d2x537->1*(d1x113)+-1*(d1x117)+-1*(d1x139)+-1*(d1x178), d2x538->-1*(d1x114)+1*(d1x139)+-1*(d1x179), d2x539->-1*(d1x114)+1*(d1x140), d2x540->1*(d1x141)+-1*(d1x179), d2x541->-1*(d1x114)+1*(d1x142)+1*(d1x179), d2x542->1*(d1x141)+-1*(d1x177), d2x543->1*(d1x115)+-1*(d1x117)+-1*(d1x141)+-1*(d1x178), d2x544->-1*(d1x116)+1*(d1x142)+-1*(d1x178), d2x545->1*(d1x118)+-1*(d1x119)+1*(d1x135)+-1*(d1x139)+1*(d1x180), d2x546->1*(d1x118)+-1*(d1x121)+1*(d1x137)+-1*(d1x139)+-1*(d1x181), d2x547->1*(d1x141)+-1*(d1x144)+-1*(d1x180), d2x548->1*(d1x119)+-1*(d1x121)+-1*(d1x141)+1*(d1x145)+-1*(d1x181), d2x549->-1*(d1x120)+1*(d1x142)+-1*(d1x148)+-1*(d1x181), d2x550->1*(d1x154)+-1*(d1x173), d2x551->1*(d1x156)+-1*(d1x173), d2x552->1*(d1x123)+-1*(d1x127)+-1*(d1x144)+1*(d1x145)+-1*(d1x174), d2x553->1*(d1x122)+-1*(d1x128)+1*(d1x157)+-1*(d1x175), d2x554->-1*(d1x122)+1*(d1x158)+1*(d1x175), d2x555->1*(d1x123)+-1*(d1x129)+-1*(d1x146)+1*(d1x147)+-1*(d1x159)+-1*(d1x174), d2x556->1*(d1x124)+-1*(d1x131)+-1*(d1x144)+1*(d1x145)+-1*(d1x161)+-1*(d1x176), d2x557->1*(d1x124)+-1*(d1x132)+-1*(d1x146)+1*(d1x147)+-1*(d1x162)+-1*(d1x176), d2x558->-1*(d1x125)+1*(d1x163)+1*(d1x173), d2x559->-1*(d1x125)+1*(d1x164)+1*(d1x175), d2x560->-1*(d1x122)+1*(d1x128)+1*(d1x166), d2x561->-1*(d1x125)+1*(d1x171), d2x562->1*(d1x143)+-1*(d1x151)+-1*(d1x173)+1*(d1x177), d2x563->-1*(d1x126)+1*(d1x146)+-1*(d1x152)+1*(d1x175)+1*(d1x178), d2x564->1*(d1x127)+-1*(d1x129)+1*(d1x147)+-1*(d1x152)+-1*(d1x176)+-1*(d1x177), d2x565->1*(d1x177)+-1*(d1x179), d2x566->-1*(d1x128)+1*(d1x178)+1*(d1x179), d2x567->0, d2x568->1*(d1x143)+-1*(d1x151)+1*(d1x180)+1*(d1x182), d2x569->-1*(d1x130)+1*(d1x146)+-1*(d1x152)+1*(d1x181)+1*(d1x184), d2x570->1*(d1x131)+-1*(d1x132)+1*(d1x147)+-1*(d1x152)+-1*(d1x180)+-1*(d1x185), d2x571->1*(d1x88)+-1*(d1x133)+1*(d1x182), d2x572->1*(d1x92)+-1*(d1x133)+1*(d1x183), d2x573->1*(d1x97)+-1*(d1x133)+1*(d1x138)+1*(d1x184), d2x574->1*(d1x99)+-1*(d1x141)+1*(d1x185), d2x575->1*(d1x102)+-1*(d1x143)+1*(d1x182), d2x576->1*(d1x103)+-1*(d1x144)+1*(d1x182), d2x577->-1*(d1x135)+1*(d1x137)+-1*(d1x145)+1*(d1x183), d2x578->1*(d1x106)+1*(d1x135)+-1*(d1x137)+-1*(d1x149)+-1*(d1x184), d2x579->1*(d1x110)+-1*(d1x151)+1*(d1x185), d2x580->1*(d1x112)+-1*(d1x153)+1*(d1x185), d2x581->1*(d1x113)+-1*(d1x133)+1*(d1x186), d2x582->-1*(d1x118)+-1*(d1x134)+1*(d1x139)+1*(d1x187), d2x583->-1*(d1x129)+-1*(d1x136)+1*(d1x150)+1*(d1x186), d2x584->1*(d1x132)+-1*(d1x138)+1*(d1x153)+1*(d1x187), d2x585->-1*(d1x141)+1*(d1x188), d2x586->1*(d1x139)+-1*(d1x140)+-1*(d1x189), d2x587->1*(d1x141)+-1*(d1x189), d2x588->-1*(d1x140)+1*(d1x142)+1*(d1x189), d2x589->1*(d1x141)+-1*(d1x188), d2x590->1*(d1x143)+-1*(d1x155)+-1*(d1x183), d2x591->1*(d1x144)+-1*(d1x156)+-1*(d1x182), d2x592->1*(d1x144)+-1*(d1x183), d2x593->1*(d1x143)+-1*(d1x145)+-1*(d1x149)+1*(d1x157)+-1*(d1x184), d2x594->1*(d1x145)+1*(d1x146)+-1*(d1x152)+-1*(d1x161)+-1*(d1x185), d2x595->-1*(d1x147)+1*(d1x148)+-1*(d1x164)+-1*(d1x184), d2x596->-1*(d1x144)+1*(d1x167)+1*(d1x186), d2x597->-1*(d1x145)+-1*(d1x149)+1*(d1x151)+-1*(d1x168)+1*(d1x187), d2x598->-1*(d1x146)+1*(d1x149)+1*(d1x152)+-1*(d1x169)+-1*(d1x187), d2x599->-1*(d1x147)+1*(d1x150)+-1*(d1x172)+-1*(d1x186), d2x600->1*(d1x151)+-1*(d1x183)+-1*(d1x188), d2x601->-1*(d1x153)+2*(d1x188), d2x602->-1*(d1x153)+2*(d1x189), d2x603->1*(d1x154)+-1*(d1x155), d2x604->-1*(d1x154)+1*(d1x156), d2x605->-1*(d1x155)+1*(d1x156), d2x606->1*(d1x154)+-1*(d1x157)+-1*(d1x158)+-1*(d1x166), d2x607->1*(d1x155)+1*(d1x157)+-1*(d1x159)+-1*(d1x161)+-1*(d1x169), d2x608->1*(d1x155)+-1*(d1x158)+-1*(d1x162)+-1*(d1x170), d2x609->-1*(d1x156)+1*(d1x159)+-1*(d1x160)+1*(d1x161)+-1*(d1x176), d2x610->1*(d1x157)+1*(d1x158)+-1*(d1x162)+-1*(d1x178), d2x611->-1*(d1x160)+1*(d1x162)+1*(d1x163)+-1*(d1x180), d2x612->-1*(d1x154)+1*(d1x160)+-1*(d1x163)+-1*(d1x182), d2x613->-1*(d1x156)+1*(d1x162)+-1*(d1x163)+-1*(d1x185), d2x614->-1*(d1x157)+1*(d1x160)+-1*(d1x164)+-1*(d1x186), d2x615->-1*(d1x158)+-1*(d1x163)+1*(d1x164), d2x616->-1*(d1x154)+1*(d1x165), d2x617->-1*(d1x156)+1*(d1x165), d2x618->-1*(d1x156)+1*(d1x166)+1*(d1x167), d2x619->-1*(d1x157)+-1*(d1x165)+1*(d1x168)+1*(d1x169)+1*(d1x174), d2x620->-1*(d1x157)+-1*(d1x166)+1*(d1x170)+1*(d1x177), d2x621->-1*(d1x158)+1*(d1x166)+-1*(d1x170)+1*(d1x178), d2x622->-1*(d1x161)+-1*(d1x168)+-1*(d1x169)+1*(d1x171)+1*(d1x183), d2x623->-1*(d1x161)+-1*(d1x167)+-1*(d1x170)+1*(d1x172)+1*(d1x187), d2x624->-1*(d1x162)+1*(d1x188), d2x625->-1*(d1x163)+-1*(d1x165)+1*(d1x171), d2x626->1*(d1x159)+-1*(d1x167)+1*(d1x174)+-1*(d1x175)+-1*(d1x176), d2x627->1*(d1x160)+-1*(d1x168)+1*(d1x173)+-1*(d1x174)+1*(d1x176), d2x628->1*(d1x165)+-1*(d1x166)+-1*(d1x177)+-1*(d1x178), d2x629->1*(d1x177)+-1*(d1x179), d2x630->-1*(d1x167)+1*(d1x178)+1*(d1x179), d2x631->1*(d1x173)+-1*(d1x177)+1*(d1x180)+1*(d1x182), d2x632->-1*(d1x168)+-1*(d1x175)+-1*(d1x178)+1*(d1x181)+1*(d1x184), d2x633->1*(d1x169)+-1*(d1x170)+1*(d1x176)+-1*(d1x178)+-1*(d1x180)+-1*(d1x185), d2x634->1*(d1x171)+-1*(d1x172)+1*(d1x174)+-1*(d1x180)+-1*(d1x181), d2x635->1*(d1x154)+-1*(d1x173), d2x636->1*(d1x155)+-1*(d1x173), d2x637->1*(d1x158)+-1*(d1x173)+1*(d1x175), d2x638->1*(d1x160)+-1*(d1x177)+-1*(d1x182)+1*(d1x185), d2x639->1*(d1x162)+-1*(d1x179), d2x640->1*(d1x163)+-1*(d1x180)+-1*(d1x182)+1*(d1x185), d2x641->1*(d1x165)+-1*(d1x173), d2x642->1*(d1x170)+-1*(d1x175)+1*(d1x179), d2x643->1*(d1x177)+-1*(d1x188), d2x644->-1*(d1x179)+1*(d1x188), d2x645->-1*(d1x179)+1*(d1x189), d2x646->1*(d1x180)+1*(d1x183)+-1*(d1x188), d2x647->1*(d1x155)+1*(d1x182)+-1*(d1x183), d2x648->1*(d1x159)+1*(d1x183)+-1*(d1x184)+-1*(d1x185)+-1*(d1x187), d2x649->-1*(d1x166)+-1*(d1x182)+1*(d1x186), d2x650->-1*(d1x171)+-1*(d1x185)+1*(d1x188), d2x651->1*(d1x188)+-1*(d1x189)>; A3:=RModule(Z,1134); f3:=hom A2|d3x1->-1*(d2x1), d3x2->-2*(d2x1), d3x3->-2*(d2x2)+1*(d2x4)+2*(d2x6), d3x4->-2*(d2x3)+1*(d2x5)+1*(d2x6), d3x5->-1*(d2x1)+1*(d2x7)+-1*(d2x10)+-1*(d2x38), d3x6->-1*(d2x1)+-1*(d2x46), d3x7->-1*(d2x2)+1*(d2x9)+2*(d2x12)+-1*(d2x57), d3x8->-1*(d2x3)+1*(d2x11)+1*(d2x12)+-1*(d2x67), d3x9->1*(d2x5)+-1*(d2x7)+-1*(d2x14)+-1*(d2x80), d3x10->1*(d2x4)+-1*(d2x8)+1*(d2x13)+-1*(d2x15)+-1*(d2x81), d3x11->1*(d2x4)+-1*(d2x9)+2*(d2x16)+-1*(d2x82), d3x12->1*(d2x5)+-1*(d2x10)+1*(d2x14)+-1*(d2x83), d3x13->1*(d2x5)+-1*(d2x11)+1*(d2x16)+-1*(d2x84), d3x14->1*(d2x6)+-1*(d2x12)+1*(d2x16)+-1*(d2x85), d3x15->-1*(d2x7)+1*(d2x10)+-1*(d2x17)+-1*(d2x18)+-1*(d2x20)+-1*(d2x120), d3x16->1*(d2x7)+-1*(d2x11)+1*(d2x21)+-1*(d2x130), d3x17->1*(d2x8)+-1*(d2x9)+-1*(d2x19)+1*(d2x22)+-1*(d2x136), d3x18->1*(d2x10)+-1*(d2x11)+-1*(d2x21)+-1*(d2x155), d3x19->-1*(d2x23)+1*(d2x24)+-1*(d2x27)+1*(d2x33)+-1*(d2x190), d3x20->-1*(d2x25)+-1*(d2x26)+1*(d2x28)+1*(d2x41)+-1*(d2x201), d3x21->1*(d2x13)+1*(d2x14)+1*(d2x17)+-1*(d2x31)+-1*(d2x32)+-1*(d2x249), d3x22->1*(d2x13)+1*(d2x15)+1*(d2x18)+-1*(d2x31)+1*(d2x33)+-1*(d2x250), d3x23->1*(d2x13)+1*(d2x16)+1*(d2x19)+1*(d2x34)+-1*(d2x251), d3x24->1*(d2x14)+1*(d2x15)+1*(d2x20)+1*(d2x32)+1*(d2x33)+-1*(d2x252), d3x25->1*(d2x14)+1*(d2x16)+1*(d2x21)+-1*(d2x253), d3x26->1*(d2x15)+1*(d2x16)+1*(d2x22)+-1*(d2x34)+-1*(d2x254), d3x27->1*(d2x17)+1*(d2x18)+1*(d2x20)+1*(d2x29)+-1*(d2x35)+-1*(d2x264), d3x28->1*(d2x17)+1*(d2x19)+1*(d2x21)+-1*(d2x30)+-1*(d2x36)+-1*(d2x278), d3x29->1*(d2x18)+1*(d2x19)+1*(d2x22)+-1*(d2x30)+1*(d2x37)+-1*(d2x281), d3x30->1*(d2x20)+1*(d2x21)+1*(d2x22)+1*(d2x36)+1*(d2x37)+-1*(d2x300), d3x31->1*(d2x32)+-1*(d2x38)+-1*(d2x43)+-1*(d2x328), d3x32->1*(d2x35)+-1*(d2x38)+-1*(d2x42)+-1*(d2x330), d3x33->-1*(d2x46)+-1*(d2x338), d3x34->-1*(d2x39)+1*(d2x40)+1*(d2x45)+-1*(d2x340), d3x35->-1*(d2x26)+1*(d2x27)+-1*(d2x40)+1*(d2x43)+-1*(d2x44)+-1*(d2x345), d3x36->1*(d2x26)+-1*(d2x27)+1*(d2x41)+1*(d2x47)+1*(d2x53)+-1*(d2x354), d3x37->1*(d2x42)+-1*(d2x43)+1*(d2x59)+-1*(d2x363), d3x38->-1*(d2x45)+-1*(d2x46)+1*(d2x61)+-1*(d2x367), d3x39->1*(d2x23)+1*(d2x31)+-1*(d2x48)+-1*(d2x53)+-1*(d2x395), d3x40->1*(d2x23)+1*(d2x34)+-1*(d2x49)+1*(d2x54)+-1*(d2x396), d3x41->1*(d2x24)+1*(d2x37)+-1*(d2x49)+-1*(d2x52)+-1*(d2x403), d3x42->1*(d2x25)+2*(d2x50)+-1*(d2x57)+-1*(d2x414), d3x43->1*(d2x25)+2*(d2x51)+-1*(d2x56)+-1*(d2x416), d3x44->1*(d2x26)+1*(d2x51)+1*(d2x54)+1*(d2x55)+-1*(d2x419), d3x45->1*(d2x27)+1*(d2x52)+1*(d2x54)+1*(d2x60)+-1*(d2x425), d3x46->1*(d2x28)+-1*(d2x55)+-1*(d2x56)+1*(d2x68)+-1*(d2x430), d3x47->1*(d2x29)+-1*(d2x36)+1*(d2x58)+-1*(d2x447), d3x48->-1*(d2x29)+1*(d2x32)+-1*(d2x59)+-1*(d2x460), d3x49->1*(d2x30)+1*(d2x31)+1*(d2x34)+1*(d2x60)+-1*(d2x461), d3x50->-1*(d2x32)+1*(d2x35)+-1*(d2x59)+-1*(d2x462), d3x51->1*(d2x32)+-1*(d2x36)+1*(d2x60)+-1*(d2x463), d3x52->1*(d2x33)+1*(d2x34)+1*(d2x37)+-1*(d2x60)+-1*(d2x464), d3x53->1*(d2x35)+-1*(d2x36)+-1*(d2x58)+-1*(d2x474), d3x54->-1*(d2x39)+-1*(d2x40)+1*(d2x61)+-1*(d2x490), d3x55->1*(d2x40)+1*(d2x41)+1*(d2x43)+1*(d2x53)+1*(d2x62)+-1*(d2x500), d3x56->1*(d2x44)+1*(d2x45)+1*(d2x47)+-1*(d2x61)+1*(d2x62)+-1*(d2x513), d3x57->-1*(d2x42)+-1*(d2x44)+-1*(d2x47)+-1*(d2x62)+1*(d2x63)+-1*(d2x517), d3x58->1*(d2x29)+-1*(d2x38)+-1*(d2x63)+-1*(d2x526), d3x59->1*(d2x36)+-1*(d2x38)+-1*(d2x64)+-1*(d2x534), d3x60->1*(d2x39)+1*(d2x50)+-1*(d2x67)+-1*(d2x539), d3x61->1*(d2x39)+1*(d2x51)+-1*(d2x66)+-1*(d2x541), d3x62->1*(d2x40)+1*(d2x51)+1*(d2x65)+-1*(d2x544), d3x63->1*(d2x41)+1*(d2x51)+-1*(d2x54)+1*(d2x68)+-1*(d2x549), d3x64->1*(d2x42)+1*(d2x58)+-1*(d2x64)+-1*(d2x554), d3x65->1*(d2x43)+1*(d2x59)+-1*(d2x63)+-1*(d2x558), d3x66->1*(d2x43)+1*(d2x60)+-1*(d2x64)+-1*(d2x559), d3x67->1*(d2x44)+-1*(d2x52)+1*(d2x55)+-1*(d2x64)+1*(d2x65)+-1*(d2x563), d3x68->1*(d2x45)+1*(d2x65)+-1*(d2x66)+-1*(d2x566), d3x69->-1*(d2x46)+-1*(d2x567), d3x70->-1*(d2x46), d3x71->1*(d2x47)+-1*(d2x52)+1*(d2x55)+1*(d2x68)+1*(d2x69)+-1*(d2x569), d3x72->-1*(d2x30)+1*(d2x48)+-1*(d2x49)+1*(d2x69)+-1*(d2x573), d3x73->1*(d2x50)+1*(d2x51)+-1*(d2x70)+-1*(d2x588), d3x74->1*(d2x53)+1*(d2x54)+-1*(d2x60)+1*(d2x69)+-1*(d2x595), d3x75->1*(d2x56)+-1*(d2x57)+2*(d2x70)+-1*(d2x602), d3x76->1*(d2x58)+1*(d2x59)+1*(d2x60)+-1*(d2x615), d3x77->1*(d2x61)+-1*(d2x65)+-1*(d2x66)+-1*(d2x630), d3x78->1*(d2x62)+1*(d2x64)+1*(d2x65)+1*(d2x68)+1*(d2x69)+-1*(d2x632), d3x79->-1*(d2x58)+1*(d2x63)+-1*(d2x64)+-1*(d2x637), d3x80->1*(d2x66)+-1*(d2x67)+1*(d2x70)+-1*(d2x645), d3x81->-1*(d2x1), d3x82->-1*(d2x2)+1*(d2x71)+2*(d2x73), d3x83->-1*(d2x3)+1*(d2x72)+1*(d2x73), d3x84->-1*(d2x1)+1*(d2x74)+-1*(d2x77), d3x85->-1*(d2x1), d3x86->-1*(d2x2)+1*(d2x76)+2*(d2x79), d3x87->-1*(d2x3)+1*(d2x78)+1*(d2x79), d3x88->-1*(d2x1)+1*(d2x38)+1*(d2x80)+-1*(d2x83), d3x89->-1*(d2x1)+1*(d2x46), d3x90->-1*(d2x2)+1*(d2x57)+1*(d2x82)+2*(d2x85), d3x91->-1*(d2x3)+1*(d2x67)+1*(d2x84)+1*(d2x85), d3x92->-2*(d2x86), d3x93->-1*(d2x86), d3x94->-1*(d2x86), d3x95->1*(d2x72)+-1*(d2x74)+-1*(d2x88), d3x96->1*(d2x71)+-1*(d2x75)+1*(d2x87)+-1*(d2x89), d3x97->1*(d2x71)+-1*(d2x76)+2*(d2x90), d3x98->1*(d2x72)+-1*(d2x77)+1*(d2x88), d3x99->1*(d2x72)+-1*(d2x78)+1*(d2x90), d3x100->1*(d2x73)+-1*(d2x79)+1*(d2x90), d3x101->-1*(d2x7)+1*(d2x29)+1*(d2x74)+-1*(d2x95)+-1*(d2x113), d3x102->-1*(d2x11)+1*(d2x36)+1*(d2x74)+1*(d2x96)+-1*(d2x121), d3x103->-1*(d2x7)+1*(d2x44)+1*(d2x77)+-1*(d2x93)+-1*(d2x94)+-1*(d2x97)+-1*(d2x129), d3x104->-1*(d2x8)+1*(d2x48)+1*(d2x75)+-1*(d2x91)+-1*(d2x98)+-1*(d2x134), d3x105->-1*(d2x9)+1*(d2x49)+1*(d2x75)+-1*(d2x92)+1*(d2x99)+-1*(d2x135), d3x106->-1*(d2x9)+1*(d2x56)+1*(d2x76)+-2*(d2x100)+-1*(d2x143), d3x107->-1*(d2x10)+1*(d2x63)+1*(d2x77)+-1*(d2x95)+-1*(d2x153), d3x108->-1*(d2x11)+1*(d2x64)+1*(d2x77)+-1*(d2x96)+-1*(d2x154), d3x109->-1*(d2x11)+1*(d2x66)+1*(d2x78)+-1*(d2x100)+-1*(d2x157), d3x110->-1*(d2x12)+1*(d2x70)+1*(d2x79)+-1*(d2x100)+-1*(d2x164), d3x111->1*(d2x7)+-1*(d2x29)+-1*(d2x80)+-1*(d2x105)+-1*(d2x187), d3x112->1*(d2x11)+-1*(d2x36)+-1*(d2x80)+-1*(d2x106)+-1*(d2x195), d3x113->1*(d2x7)+-1*(d2x44)+-1*(d2x83)+1*(d2x103)+1*(d2x104)+-1*(d2x107)+-1*(d2x204), d3x114->1*(d2x8)+-1*(d2x48)+-1*(d2x81)+1*(d2x101)+-1*(d2x108)+-1*(d2x206), d3x115->1*(d2x9)+-1*(d2x49)+-1*(d2x81)+1*(d2x102)+-1*(d2x109)+-1*(d2x211), d3x116->1*(d2x9)+-1*(d2x56)+-1*(d2x82)+2*(d2x110)+-1*(d2x215), d3x117->1*(d2x10)+-1*(d2x63)+-1*(d2x83)+1*(d2x105)+-1*(d2x221), d3x118->1*(d2x11)+-1*(d2x64)+-1*(d2x83)+1*(d2x106)+-1*(d2x223), d3x119->1*(d2x11)+-1*(d2x66)+-1*(d2x84)+1*(d2x110)+-1*(d2x226), d3x120->1*(d2x12)+-1*(d2x70)+-1*(d2x85)+1*(d2x110)+-1*(d2x228), d3x121->-1*(d2x86)+-1*(d2x87)+-1*(d2x112)+-1*(d2x229), d3x122->-1*(d2x86)+-1*(d2x88)+-1*(d2x230), d3x123->-1*(d2x86)+-1*(d2x89)+1*(d2x112)+-1*(d2x231), d3x124->-1*(d2x86)+-1*(d2x90)+-1*(d2x232), d3x125->-1*(d2x87)+-1*(d2x88)+1*(d2x111)+1*(d2x113)+-1*(d2x233), d3x126->-1*(d2x87)+-1*(d2x89)+1*(d2x111)+-1*(d2x114)+-1*(d2x234), d3x127->-1*(d2x87)+-1*(d2x90)+-1*(d2x115)+-1*(d2x235), d3x128->-1*(d2x88)+-1*(d2x89)+-1*(d2x113)+-1*(d2x114)+-1*(d2x236), d3x129->-1*(d2x88)+-1*(d2x90)+-1*(d2x237), d3x130->-1*(d2x89)+-1*(d2x90)+1*(d2x115)+-1*(d2x238), d3x131->-1*(d2x19)+1*(d2x30)+-1*(d2x91)+-1*(d2x92)+1*(d2x119)+-1*(d2x261), d3x132->-1*(d2x17)+1*(d2x42)+-1*(d2x93)+-1*(d2x95)+-1*(d2x116)+-1*(d2x120)+-1*(d2x273), d3x133->-1*(d2x17)+1*(d2x45)+-1*(d2x94)+-1*(d2x97)+-1*(d2x117)+1*(d2x121)+-1*(d2x277), d3x134->-1*(d2x18)+1*(d2x47)+-1*(d2x94)+-1*(d2x98)+-1*(d2x116)+-1*(d2x122)+-1*(d2x280), d3x135->-1*(d2x19)+1*(d2x52)+-1*(d2x93)+-1*(d2x96)+1*(d2x118)+1*(d2x123)+-1*(d2x288), d3x136->-1*(d2x19)+1*(d2x55)+-1*(d2x94)+-1*(d2x99)+1*(d2x118)+-1*(d2x124)+-1*(d2x291), d3x137->-1*(d2x21)+1*(d2x58)+-1*(d2x95)+-1*(d2x96)+-1*(d2x294), d3x138->-1*(d2x20)+1*(d2x62)+-1*(d2x97)+-1*(d2x98)+1*(d2x120)+-1*(d2x122)+-1*(d2x299), d3x139->-1*(d2x21)+1*(d2x65)+-1*(d2x97)+-1*(d2x99)+-1*(d2x123)+-1*(d2x124)+-1*(d2x305), d3x140->-1*(d2x22)+1*(d2x69)+-1*(d2x98)+-1*(d2x99)+-1*(d2x119)+-1*(d2x307), d3x141->1*(d2x19)+-1*(d2x30)+-1*(d2x101)+1*(d2x102)+-1*(d2x128)+-1*(d2x327), d3x142->1*(d2x17)+-1*(d2x42)+1*(d2x103)+-1*(d2x105)+1*(d2x125)+1*(d2x129)+-1*(d2x343), d3x143->1*(d2x17)+-1*(d2x45)+1*(d2x104)+-1*(d2x107)+1*(d2x126)+-1*(d2x130)+-1*(d2x346), d3x144->1*(d2x18)+-1*(d2x47)+1*(d2x104)+-1*(d2x108)+1*(d2x125)+-1*(d2x131)+-1*(d2x347), d3x145->1*(d2x19)+-1*(d2x52)+-1*(d2x103)+1*(d2x106)+-1*(d2x127)+-1*(d2x132)+-1*(d2x353), d3x146->1*(d2x19)+-1*(d2x55)+-1*(d2x104)+1*(d2x109)+-1*(d2x127)+1*(d2x133)+-1*(d2x357), d3x147->1*(d2x21)+-1*(d2x58)+-1*(d2x105)+1*(d2x106)+-1*(d2x360), d3x148->1*(d2x20)+-1*(d2x62)+1*(d2x107)+-1*(d2x108)+-1*(d2x129)+-1*(d2x131)+-1*(d2x368), d3x149->1*(d2x21)+-1*(d2x65)+-1*(d2x107)+1*(d2x109)+1*(d2x132)+1*(d2x133)+-1*(d2x372), d3x150->1*(d2x22)+-1*(d2x69)+-1*(d2x108)+1*(d2x109)+1*(d2x128)+-1*(d2x375), d3x151->-1*(d2x112)+1*(d2x134)+-1*(d2x139)+-1*(d2x391), d3x152->-1*(d2x114)+1*(d2x134)+1*(d2x138)+-1*(d2x392), d3x153->-1*(d2x24)+1*(d2x28)+-1*(d2x122)+1*(d2x135)+-1*(d2x140)+-1*(d2x402), d3x154->1*(d2x24)+-1*(d2x28)+-1*(d2x131)+-1*(d2x136)+1*(d2x141)+-1*(d2x409), d3x155->-2*(d2x137)+1*(d2x143)+-1*(d2x415), d3x156->-1*(d2x137)+-1*(d2x139)+-1*(d2x142)+-1*(d2x417), d3x157->-1*(d2x138)+-1*(d2x139)+-1*(d2x146)+-1*(d2x420), d3x158->1*(d2x142)+1*(d2x143)+-1*(d2x158)+-1*(d2x429), d3x159->1*(d2x113)+-1*(d2x144)+-1*(d2x433), d3x160->-1*(d2x111)+-1*(d2x115)+-1*(d2x145)+-1*(d2x434), d3x161->-1*(d2x111)+-1*(d2x112)+-1*(d2x146)+-1*(d2x435), d3x162->1*(d2x113)+-1*(d2x146)+-1*(d2x436), d3x163->-1*(d2x112)+-1*(d2x114)+1*(d2x146)+-1*(d2x437), d3x164->-1*(d2x112)+-1*(d2x115)+-1*(d2x438), d3x165->1*(d2x113)+1*(d2x144)+-1*(d2x439), d3x166->1*(d2x113)+1*(d2x145)+-1*(d2x440), d3x167->-1*(d2x114)+-1*(d2x115)+1*(d2x145)+-1*(d2x441), d3x168->-1*(d2x29)+1*(d2x44)+-1*(d2x116)+-1*(d2x117)+-1*(d2x120)+-1*(d2x147)+-1*(d2x446), d3x169->-1*(d2x30)+1*(d2x52)+-1*(d2x116)+1*(d2x118)+1*(d2x119)+1*(d2x148)+-1*(d2x456), d3x170->-1*(d2x30)+1*(d2x55)+-1*(d2x117)+1*(d2x118)+1*(d2x123)+-1*(d2x149)+-1*(d2x459), d3x171->-1*(d2x35)+1*(d2x61)+1*(d2x121)+-1*(d2x147)+-1*(d2x473), d3x172->-1*(d2x36)+1*(d2x64)+-1*(d2x119)+-1*(d2x120)+-1*(d2x123)+-1*(d2x148)+-1*(d2x479), d3x173->-1*(d2x36)+1*(d2x66)+1*(d2x121)+-1*(d2x149)+-1*(d2x481), d3x174->-1*(d2x37)+1*(d2x68)+-1*(d2x122)+-1*(d2x124)+-1*(d2x148)+-1*(d2x482), d3x175->1*(d2x29)+-1*(d2x44)+1*(d2x125)+1*(d2x126)+1*(d2x129)+-1*(d2x150)+-1*(d2x493), d3x176->1*(d2x30)+-1*(d2x52)+-1*(d2x125)+-1*(d2x127)+-1*(d2x128)+-1*(d2x151)+-1*(d2x499), d3x177->1*(d2x30)+-1*(d2x55)+-1*(d2x126)+-1*(d2x127)+-1*(d2x132)+1*(d2x152)+-1*(d2x503), d3x178->1*(d2x35)+-1*(d2x61)+-1*(d2x130)+1*(d2x150)+-1*(d2x512), d3x179->1*(d2x36)+-1*(d2x64)+1*(d2x128)+1*(d2x129)+1*(d2x132)+1*(d2x151)+-1*(d2x518), d3x180->1*(d2x36)+-1*(d2x66)+-1*(d2x130)+1*(d2x152)+-1*(d2x520), d3x181->1*(d2x37)+-1*(d2x68)+-1*(d2x131)+1*(d2x133)+1*(d2x151)+-1*(d2x522), d3x182->1*(d2x113)+-1*(d2x153)+-1*(d2x526), d3x183->-1*(d2x38)+1*(d2x46)+1*(d2x121)+-1*(d2x154)+-1*(d2x534), d3x184->-1*(d2x38)+1*(d2x46)+1*(d2x130)+-1*(d2x155), d3x185->-1*(d2x137)+1*(d2x157)+-1*(d2x540), d3x186->-1*(d2x137)+-1*(d2x156)+-1*(d2x542), d3x187->-1*(d2x137)+1*(d2x139)+-1*(d2x158)+-1*(d2x547), d3x188->-1*(d2x144)+1*(d2x153)+-1*(d2x550), d3x189->-1*(d2x146)+1*(d2x153)+-1*(d2x551), d3x190->-1*(d2x42)+1*(d2x45)+-1*(d2x147)+1*(d2x154)+-1*(d2x553), d3x191->1*(d2x42)+-1*(d2x45)+-1*(d2x150)+-1*(d2x155)+-1*(d2x560), d3x192->1*(d2x138)+-1*(d2x142)+1*(d2x153)+-1*(d2x156)+-1*(d2x562), d3x193->-1*(d2x156)+1*(d2x157)+-1*(d2x565), d3x194->-1*(d2x567), d3x195->1*(d2x138)+-1*(d2x142)+-1*(d2x158)+-1*(d2x159)+-1*(d2x568), d3x196->1*(d2x111)+1*(d2x134)+-1*(d2x159)+-1*(d2x571), d3x197->1*(d2x115)+1*(d2x134)+1*(d2x160)+-1*(d2x572), d3x198->-1*(d2x49)+1*(d2x56)+1*(d2x124)+1*(d2x135)+-1*(d2x161)+-1*(d2x580), d3x199->1*(d2x49)+-1*(d2x56)+-1*(d2x133)+-1*(d2x136)+1*(d2x162)+-1*(d2x584), d3x200->-1*(d2x137)+1*(d2x164)+-1*(d2x587), d3x201->-1*(d2x137)+-1*(d2x163)+-1*(d2x589), d3x202->-1*(d2x138)+-1*(d2x145)+-1*(d2x160)+-1*(d2x590), d3x203->-1*(d2x139)+1*(d2x146)+-1*(d2x159)+-1*(d2x591), d3x204->-1*(d2x139)+-1*(d2x160)+-1*(d2x592), d3x205->-1*(d2x52)+1*(d2x55)+-1*(d2x140)+1*(d2x148)+-1*(d2x161)+-1*(d2x594), d3x206->1*(d2x52)+-1*(d2x55)+-1*(d2x141)+-1*(d2x151)+1*(d2x162)+-1*(d2x598), d3x207->-1*(d2x142)+-1*(d2x160)+-1*(d2x163)+-1*(d2x600), d3x208->1*(d2x143)+2*(d2x163)+-1*(d2x601), d3x209->1*(d2x143)+2*(d2x164)+-1*(d2x602), d3x210->-1*(d2x144)+-1*(d2x145)+-1*(d2x603), d3x211->-1*(d2x144)+-1*(d2x146)+-1*(d2x604), d3x212->-1*(d2x145)+-1*(d2x146)+-1*(d2x605), d3x213->-1*(d2x58)+1*(d2x65)+-1*(d2x147)+-1*(d2x149)+-1*(d2x610), d3x214->1*(d2x58)+-1*(d2x65)+-1*(d2x150)+1*(d2x152)+-1*(d2x621), d3x215->1*(d2x156)+1*(d2x157)+-1*(d2x629), d3x216->-1*(d2x153)+-1*(d2x156)+-1*(d2x158)+-1*(d2x159)+-1*(d2x631), d3x217->1*(d2x144)+1*(d2x153)+-1*(d2x635), d3x218->1*(d2x145)+1*(d2x153)+-1*(d2x636), d3x219->-1*(d2x64)+1*(d2x66)+1*(d2x149)+1*(d2x154)+-1*(d2x639), d3x220->1*(d2x64)+-1*(d2x66)+-1*(d2x152)+-1*(d2x155)+-1*(d2x642), d3x221->-1*(d2x156)+-1*(d2x163)+-1*(d2x643), d3x222->1*(d2x157)+1*(d2x163)+-1*(d2x644), d3x223->1*(d2x157)+1*(d2x164)+-1*(d2x645), d3x224->-1*(d2x158)+1*(d2x160)+-1*(d2x163)+-1*(d2x646), d3x225->1*(d2x145)+-1*(d2x159)+-1*(d2x160)+-1*(d2x647), d3x226->1*(d2x163)+1*(d2x164)+-1*(d2x651), d3x227->-1*(d2x1), d3x228->-1*(d2x2)+1*(d2x165)+2*(d2x167), d3x229->-1*(d2x3)+1*(d2x166)+1*(d2x167), d3x230->-1*(d2x1)+1*(d2x168)+-1*(d2x170), d3x231->-1*(d2x33)+1*(d2x118)+-1*(d2x171)+-1*(d2x172)+1*(d2x175), d3x232->-1*(d2x41)+1*(d2x127)+-1*(d2x173)+1*(d2x174)+-1*(d2x176), d3x233->-1*(d2x4)+2*(d2x165)+-2*(d2x177), d3x234->-1*(d2x5)+2*(d2x166)+-1*(d2x177), d3x235->-1*(d2x6)+2*(d2x167)+-1*(d2x177), d3x236->-1*(d2x5)+2*(d2x168)+-1*(d2x179), d3x237->-1*(d2x4)+2*(d2x169)+-1*(d2x178)+-1*(d2x180), d3x238->-1*(d2x5)+2*(d2x170)+-1*(d2x179), d3x239->-1*(d2x10)+1*(d2x168)+1*(d2x181)+1*(d2x182)+-1*(d2x184)+1*(d2x193), d3x240->-1*(d2x7)+1*(d2x168)+-1*(d2x185)+1*(d2x197), d3x241->-1*(d2x8)+1*(d2x169)+1*(d2x183)+-1*(d2x186)+1*(d2x212), d3x242->-1*(d2x10)+1*(d2x170)+1*(d2x185)+1*(d2x225), d3x243->-1*(d2x32)+1*(d2x187)+-1*(d2x192)+1*(d2x262), d3x244->-1*(d2x35)+1*(d2x187)+1*(d2x191)+1*(d2x263), d3x245->-1*(d2x39)+-1*(d2x188)+1*(d2x195)+1*(d2x269), d3x246->-1*(d2x40)+-1*(d2x188)+-1*(d2x194)+1*(d2x270), d3x247->-1*(d2x43)+1*(d2x174)+-1*(d2x175)+-1*(d2x189)+1*(d2x193)+1*(d2x275), d3x248->-1*(d2x53)+-1*(d2x174)+1*(d2x175)+-1*(d2x190)+-1*(d2x196)+1*(d2x289), d3x249->-1*(d2x59)+-1*(d2x191)+-1*(d2x192)+1*(d2x297), d3x250->-1*(d2x61)+1*(d2x194)+1*(d2x195)+1*(d2x298), d3x251->-1*(d2x14)+-1*(d2x178)+-1*(d2x181)+1*(d2x199)+-1*(d2x200)+1*(d2x319), d3x252->-1*(d2x15)+-1*(d2x178)+-1*(d2x182)+1*(d2x199)+-1*(d2x201)+1*(d2x320), d3x253->-1*(d2x13)+-1*(d2x178)+-1*(d2x183)+-1*(d2x202)+1*(d2x321), d3x254->-1*(d2x15)+-1*(d2x179)+-1*(d2x184)+1*(d2x200)+-1*(d2x201)+1*(d2x322), d3x255->-1*(d2x14)+-1*(d2x179)+-1*(d2x185)+1*(d2x323), d3x256->-1*(d2x15)+-1*(d2x180)+-1*(d2x186)+1*(d2x202)+1*(d2x324), d3x257->-1*(d2x20)+-1*(d2x181)+-1*(d2x182)+-1*(d2x197)+-1*(d2x203)+1*(d2x331), d3x258->-1*(d2x17)+-1*(d2x181)+-1*(d2x183)+1*(d2x198)+1*(d2x204)+1*(d2x335), d3x259->-1*(d2x18)+-1*(d2x182)+-1*(d2x183)+1*(d2x198)+-1*(d2x205)+1*(d2x336), d3x260->-1*(d2x20)+-1*(d2x184)+-1*(d2x185)+-1*(d2x204)+-1*(d2x205)+1*(d2x364), d3x261->-1*(d2x23)+-1*(d2x171)+1*(d2x206)+-1*(d2x209)+1*(d2x379), d3x262->-1*(d2x24)+-1*(d2x172)+1*(d2x206)+1*(d2x208)+1*(d2x380), d3x263->-1*(d2x25)+-1*(d2x173)+-1*(d2x207)+1*(d2x211)+1*(d2x381), d3x264->-1*(d2x26)+-1*(d2x174)+-1*(d2x207)+-1*(d2x210)+1*(d2x382), d3x265->-1*(d2x27)+-1*(d2x175)+-1*(d2x208)+-1*(d2x209)+1*(d2x383), d3x266->-1*(d2x28)+-1*(d2x176)+1*(d2x210)+1*(d2x211)+1*(d2x384), d3x267->-1*(d2x23)+-1*(d2x199)+1*(d2x212)+-1*(d2x214)+1*(d2x408), d3x268->-1*(d2x25)+-2*(d2x213)+1*(d2x215)+1*(d2x413), d3x269->-1*(d2x41)+-1*(d2x188)+1*(d2x189)+1*(d2x190)+-1*(d2x216)+1*(d2x444), d3x270->-1*(d2x53)+-1*(d2x189)+-1*(d2x190)+1*(d2x192)+-1*(d2x217)+1*(d2x457), d3x271->-1*(d2x62)+-1*(d2x193)+-1*(d2x194)+-1*(d2x196)+-1*(d2x216)+1*(d2x475), d3x272->-1*(d2x63)+1*(d2x191)+1*(d2x193)+1*(d2x196)+-1*(d2x217)+1*(d2x477), d3x273->-1*(d2x29)+1*(d2x197)+-1*(d2x218)+1*(d2x486), d3x274->-1*(d2x32)+1*(d2x197)+-1*(d2x219)+1*(d2x504), d3x275->-1*(d2x31)+-1*(d2x198)+-1*(d2x199)+-1*(d2x220)+1*(d2x505), d3x276->-1*(d2x33)+-1*(d2x200)+1*(d2x201)+-1*(d2x203)+1*(d2x219)+1*(d2x506), d3x277->-1*(d2x32)+-1*(d2x200)+1*(d2x202)+1*(d2x204)+-1*(d2x220)+1*(d2x507), d3x278->-1*(d2x33)+1*(d2x201)+-1*(d2x202)+-1*(d2x205)+1*(d2x220)+1*(d2x508), d3x279->-1*(d2x35)+-1*(d2x203)+1*(d2x204)+1*(d2x205)+1*(d2x218)+1*(d2x511), d3x280->-1*(d2x38)+1*(d2x187)+-1*(d2x221)+1*(d2x526), d3x281->-1*(d2x39)+-1*(d2x188)+1*(d2x223)+1*(d2x527), d3x282->-1*(d2x40)+-1*(d2x189)+-1*(d2x207)+1*(d2x209)+-1*(d2x222)+1*(d2x528), d3x283->-1*(d2x41)+1*(d2x190)+-1*(d2x207)+1*(d2x209)+-1*(d2x224)+1*(d2x529), d3x284->-1*(d2x42)+-1*(d2x191)+1*(d2x221)+1*(d2x530), d3x285->-1*(d2x43)+-1*(d2x192)+1*(d2x221)+1*(d2x531), d3x286->-1*(d2x44)+1*(d2x193)+1*(d2x208)+-1*(d2x210)+-1*(d2x222)+1*(d2x532), d3x287->-1*(d2x45)+-1*(d2x194)+1*(d2x223)+1*(d2x533), d3x288->-1*(d2x46)+1*(d2x195)+-1*(d2x223)+1*(d2x534), d3x289->-1*(d2x47)+-1*(d2x196)+1*(d2x208)+-1*(d2x210)+-1*(d2x224)+1*(d2x535), d3x290->-1*(d2x38)+1*(d2x197)+-1*(d2x225), d3x291->-1*(d2x39)+-1*(d2x213)+1*(d2x226)+1*(d2x538), d3x292->-1*(d2x43)+-1*(d2x219)+1*(d2x225)+1*(d2x561), d3x293->-1*(d2x46)+1*(d2x567), d3x294->-1*(d2x48)+1*(d2x198)+1*(d2x212)+-1*(d2x227)+1*(d2x581), d3x295->-1*(d2x50)+-1*(d2x213)+1*(d2x228)+1*(d2x586), d3x296->-1*(d2x53)+-1*(d2x214)+1*(d2x220)+-1*(d2x227)+1*(d2x599), d3x297->-1*(d2x57)+1*(d2x215)+2*(d2x228)+1*(d2x602), d3x298->-1*(d2x59)+-1*(d2x218)+-1*(d2x219)+1*(d2x625), d3x299->-1*(d2x61)+-1*(d2x216)+1*(d2x222)+1*(d2x223)+1*(d2x224)+1*(d2x626), d3x300->-1*(d2x62)+-1*(d2x217)+-1*(d2x221)+-1*(d2x222)+-1*(d2x224)+1*(d2x627), d3x301->-1*(d2x63)+1*(d2x218)+1*(d2x225)+1*(d2x641), d3x302->-1*(d2x67)+1*(d2x226)+1*(d2x228)+1*(d2x645), d3x303->1*(d2x72)+-1*(d2x74)+-1*(d2x230), d3x304->1*(d2x71)+-1*(d2x75)+1*(d2x229)+-1*(d2x231), d3x305->1*(d2x71)+-1*(d2x76)+2*(d2x232), d3x306->1*(d2x72)+-1*(d2x77)+1*(d2x230), d3x307->1*(d2x72)+-1*(d2x78)+1*(d2x232), d3x308->1*(d2x73)+-1*(d2x79)+1*(d2x232), d3x309->-1*(d2x74)+1*(d2x77)+-1*(d2x233)+-1*(d2x234)+-1*(d2x236), d3x310->1*(d2x74)+-1*(d2x78)+1*(d2x237), d3x311->1*(d2x75)+-1*(d2x76)+-1*(d2x235)+1*(d2x238), d3x312->1*(d2x77)+-1*(d2x78)+-1*(d2x237), d3x313->1*(d2x74)+-1*(d2x80)+-1*(d2x113)+-1*(d2x187)+-1*(d2x243), d3x314->1*(d2x78)+-1*(d2x80)+-1*(d2x121)+-1*(d2x195)+-1*(d2x244), d3x315->1*(d2x74)+-1*(d2x83)+-1*(d2x129)+-1*(d2x204)+1*(d2x241)+1*(d2x242)+-1*(d2x245), d3x316->1*(d2x75)+-1*(d2x81)+-1*(d2x134)+-1*(d2x206)+1*(d2x239)+-1*(d2x246), d3x317->1*(d2x76)+-1*(d2x81)+-1*(d2x135)+-1*(d2x211)+1*(d2x240)+-1*(d2x247), d3x318->1*(d2x76)+-1*(d2x82)+-1*(d2x143)+-1*(d2x215)+2*(d2x248), d3x319->1*(d2x77)+-1*(d2x83)+-1*(d2x153)+-1*(d2x221)+1*(d2x243), d3x320->1*(d2x78)+-1*(d2x83)+-1*(d2x154)+-1*(d2x223)+1*(d2x244), d3x321->1*(d2x78)+-1*(d2x84)+-1*(d2x157)+-1*(d2x226)+1*(d2x248), d3x322->1*(d2x79)+-1*(d2x85)+-1*(d2x164)+-1*(d2x228)+1*(d2x248), d3x323->1*(d2x80)+-1*(d2x83)+-1*(d2x120)+1*(d2x249)+1*(d2x250)+-1*(d2x252), d3x324->-1*(d2x80)+1*(d2x84)+-1*(d2x130)+-1*(d2x253), d3x325->-1*(d2x81)+1*(d2x82)+-1*(d2x136)+1*(d2x251)+-1*(d2x254), d3x326->-1*(d2x83)+1*(d2x84)+-1*(d2x155)+1*(d2x253), d3x327->1*(d2x87)+1*(d2x91)+1*(d2x101)+1*(d2x229)+-1*(d2x239)+-1*(d2x258), d3x328->1*(d2x90)+1*(d2x92)+1*(d2x102)+1*(d2x229)+-1*(d2x240)+1*(d2x259), d3x329->1*(d2x87)+1*(d2x93)+1*(d2x103)+1*(d2x230)+-1*(d2x241)+-1*(d2x257)+-1*(d2x260), d3x330->1*(d2x87)+1*(d2x94)+1*(d2x104)+1*(d2x231)+-1*(d2x242)+-1*(d2x257)+1*(d2x261), d3x331->1*(d2x88)+1*(d2x95)+1*(d2x105)+1*(d2x230)+-1*(d2x243), d3x332->1*(d2x90)+1*(d2x96)+1*(d2x106)+1*(d2x230)+-1*(d2x244), d3x333->1*(d2x88)+1*(d2x97)+1*(d2x107)+1*(d2x231)+-1*(d2x245)+1*(d2x260)+1*(d2x261), d3x334->1*(d2x89)+1*(d2x98)+1*(d2x108)+1*(d2x231)+-1*(d2x246)+1*(d2x258), d3x335->1*(d2x90)+1*(d2x99)+1*(d2x109)+1*(d2x231)+-1*(d2x247)+-1*(d2x259), d3x336->1*(d2x90)+1*(d2x100)+1*(d2x110)+1*(d2x232)+-1*(d2x248), d3x337->1*(d2x91)+1*(d2x93)+1*(d2x116)+1*(d2x233)+-1*(d2x255)+-1*(d2x258)+-1*(d2x264), d3x338->1*(d2x91)+1*(d2x94)+1*(d2x117)+1*(d2x234)+-1*(d2x255)+-1*(d2x260)+-1*(d2x265), d3x339->1*(d2x92)+1*(d2x96)+1*(d2x119)+1*(d2x233)+-1*(d2x256)+-1*(d2x263)+-1*(d2x265), d3x340->1*(d2x92)+1*(d2x99)+1*(d2x123)+1*(d2x234)+-1*(d2x256)+1*(d2x266)+-1*(d2x268), d3x341->1*(d2x92)+1*(d2x100)+1*(d2x133)+1*(d2x235)+1*(d2x267)+-1*(d2x282), d3x342->1*(d2x93)+1*(d2x94)+1*(d2x140)+1*(d2x236)+1*(d2x262)+-1*(d2x268)+-1*(d2x287), d3x343->1*(d2x95)+1*(d2x97)+1*(d2x147)+1*(d2x236)+1*(d2x264)+-1*(d2x265)+-1*(d2x293), d3x344->1*(d2x96)+1*(d2x99)+1*(d2x148)+1*(d2x236)+1*(d2x263)+1*(d2x266)+-1*(d2x296), d3x345->1*(d2x96)+1*(d2x100)+1*(d2x152)+1*(d2x237)+-1*(d2x301), d3x346->1*(d2x99)+1*(d2x100)+1*(d2x162)+1*(d2x238)+-1*(d2x267)+-1*(d2x308), d3x347->1*(d2x91)+1*(d2x101)+1*(d2x111)+-1*(d2x239)+1*(d2x273)+-1*(d2x325), d3x348->1*(d2x92)+1*(d2x102)+1*(d2x115)+-1*(d2x239)+-1*(d2x274)+-1*(d2x326), d3x349->1*(d2x100)+1*(d2x102)+1*(d2x124)+-1*(d2x240)+1*(d2x275)+-1*(d2x334), d3x350->1*(d2x91)+1*(d2x103)+1*(d2x125)+-1*(d2x241)+-1*(d2x269)+1*(d2x277)+-1*(d2x339), d3x351->1*(d2x91)+1*(d2x104)+1*(d2x126)+-1*(d2x242)+-1*(d2x269)+-1*(d2x278)+-1*(d2x341), d3x352->1*(d2x92)+1*(d2x106)+1*(d2x128)+-1*(d2x241)+-1*(d2x270)+-1*(d2x276)+-1*(d2x344), d3x353->1*(d2x92)+1*(d2x109)+1*(d2x132)+-1*(d2x242)+-1*(d2x270)+1*(d2x279)+-1*(d2x348), d3x354->1*(d2x93)+1*(d2x103)+1*(d2x138)+-1*(d2x243)+1*(d2x271)+1*(d2x280)+-1*(d2x352), d3x355->1*(d2x93)+1*(d2x104)+1*(d2x141)+-1*(d2x245)+1*(d2x272)+-1*(d2x281)+-1*(d2x355), d3x356->1*(d2x94)+1*(d2x104)+1*(d2x142)+-1*(d2x246)+1*(d2x271)+-1*(d2x282)+-1*(d2x356), d3x357->1*(d2x95)+1*(d2x105)+1*(d2x144)+-1*(d2x243)+-1*(d2x358), d3x358->1*(d2x96)+1*(d2x106)+1*(d2x145)+-1*(d2x243)+-1*(d2x359), d3x359->1*(d2x100)+1*(d2x106)+1*(d2x149)+-1*(d2x244)+-1*(d2x362), d3x360->1*(d2x95)+1*(d2x107)+1*(d2x150)+-1*(d2x245)+-1*(d2x277)+-1*(d2x278)+-1*(d2x366), d3x361->1*(d2x96)+1*(d2x109)+1*(d2x151)+-1*(d2x245)+1*(d2x276)+1*(d2x279)+-1*(d2x369), d3x362->1*(d2x97)+1*(d2x107)+1*(d2x156)+-1*(d2x246)+-1*(d2x280)+-1*(d2x282)+-1*(d2x371), d3x363->1*(d2x98)+1*(d2x108)+1*(d2x159)+-1*(d2x246)+-1*(d2x273)+-1*(d2x373), d3x364->1*(d2x99)+1*(d2x109)+1*(d2x160)+-1*(d2x246)+1*(d2x274)+-1*(d2x374), d3x365->1*(d2x100)+1*(d2x109)+1*(d2x161)+-1*(d2x247)+-1*(d2x275)+-1*(d2x376), d3x366->1*(d2x100)+1*(d2x110)+1*(d2x163)+-1*(d2x248)+-1*(d2x378), d3x367->1*(d2x101)+1*(d2x103)+1*(d2x116)+-1*(d2x249)+-1*(d2x283)+-1*(d2x287)+-1*(d2x393), d3x368->1*(d2x101)+1*(d2x104)+1*(d2x117)+-1*(d2x250)+-1*(d2x283)+1*(d2x288)+-1*(d2x394), d3x369->1*(d2x102)+1*(d2x106)+1*(d2x119)+-1*(d2x249)+-1*(d2x284)+-1*(d2x286)+-1*(d2x399), d3x370->1*(d2x102)+1*(d2x109)+1*(d2x123)+-1*(d2x250)+-1*(d2x284)+1*(d2x289)+-1*(d2x405), d3x371->1*(d2x102)+1*(d2x110)+1*(d2x133)+-1*(d2x251)+1*(d2x290)+-1*(d2x410), d3x372->1*(d2x103)+1*(d2x104)+1*(d2x140)+-1*(d2x252)+1*(d2x285)+1*(d2x291)+-1*(d2x418), d3x373->1*(d2x105)+1*(d2x107)+1*(d2x147)+-1*(d2x252)+1*(d2x287)+1*(d2x288)+-1*(d2x421), d3x374->1*(d2x106)+1*(d2x109)+1*(d2x148)+-1*(d2x252)+1*(d2x286)+1*(d2x289)+-1*(d2x423), d3x375->1*(d2x106)+1*(d2x110)+1*(d2x152)+-1*(d2x253)+-1*(d2x427), d3x376->1*(d2x109)+1*(d2x110)+1*(d2x162)+-1*(d2x254)+-1*(d2x290)+-1*(d2x432), d3x377->-1*(d2x255)+-1*(d2x256)+1*(d2x292)+-1*(d2x437), d3x378->1*(d2x111)+1*(d2x116)+1*(d2x125)+-1*(d2x257)+-1*(d2x258)+-1*(d2x293)+-1*(d2x442), d3x379->1*(d2x111)+1*(d2x117)+1*(d2x126)+-1*(d2x257)+-1*(d2x260)+1*(d2x294)+-1*(d2x443), d3x380->-1*(d2x118)+1*(d2x127)+-1*(d2x257)+-1*(d2x259)+-1*(d2x295)+-1*(d2x444), d3x381->1*(d2x115)+1*(d2x119)+1*(d2x128)+-1*(d2x258)+-1*(d2x259)+-1*(d2x445), d3x382->-1*(d2x113)+-1*(d2x120)+1*(d2x129)+-1*(d2x258)+-1*(d2x260)+-1*(d2x293)+-1*(d2x446), d3x383->1*(d2x113)+-1*(d2x121)+1*(d2x130)+1*(d2x294)+-1*(d2x447), d3x384->1*(d2x114)+1*(d2x122)+1*(d2x131)+1*(d2x261)+1*(d2x293)+-1*(d2x448), d3x385->1*(d2x115)+1*(d2x123)+1*(d2x132)+-1*(d2x259)+-1*(d2x260)+-1*(d2x295)+-1*(d2x449), d3x386->1*(d2x115)+1*(d2x124)+1*(d2x133)+1*(d2x261)+-1*(d2x295)+-1*(d2x450), d3x387->1*(d2x116)+1*(d2x117)+1*(d2x140)+1*(d2x262)+-1*(d2x264)+-1*(d2x296)+-1*(d2x455), d3x388->-1*(d2x262)+1*(d2x263)+-1*(d2x297)+-1*(d2x462), d3x389->1*(d2x119)+1*(d2x123)+1*(d2x148)+1*(d2x263)+-1*(d2x264)+-1*(d2x292)+-1*(d2x469), d3x390->1*(d2x119)+1*(d2x124)+1*(d2x149)+-1*(d2x265)+-1*(d2x266)+-1*(d2x292)+-1*(d2x470), d3x391->-1*(d2x120)+-1*(d2x121)+1*(d2x154)+-1*(d2x265)+-1*(d2x268)+-1*(d2x296)+-1*(d2x479), d3x392->1*(d2x123)+1*(d2x124)+1*(d2x161)+-1*(d2x266)+-1*(d2x268)+1*(d2x297)+-1*(d2x484), d3x393->-1*(d2x269)+-1*(d2x270)+1*(d2x298)+-1*(d2x490), d3x394->1*(d2x116)+1*(d2x125)+1*(d2x138)+1*(d2x271)+1*(d2x273)+1*(d2x299)+-1*(d2x498), d3x395->1*(d2x116)+1*(d2x126)+1*(d2x141)+1*(d2x272)+1*(d2x277)+-1*(d2x300)+-1*(d2x501), d3x396->1*(d2x117)+1*(d2x126)+1*(d2x142)+1*(d2x271)+1*(d2x280)+-1*(d2x301)+-1*(d2x502), d3x397->1*(d2x118)+-1*(d2x127)+-1*(d2x271)+-1*(d2x274)+-1*(d2x302)+-1*(d2x506), d3x398->1*(d2x118)+-1*(d2x127)+-1*(d2x272)+-1*(d2x276)+1*(d2x303)+-1*(d2x508), d3x399->1*(d2x119)+1*(d2x128)+1*(d2x145)+1*(d2x273)+1*(d2x274)+-1*(d2x509), d3x400->1*(d2x119)+1*(d2x132)+1*(d2x151)+1*(d2x276)+1*(d2x277)+-1*(d2x298)+-1*(d2x514), d3x401->1*(d2x119)+1*(d2x133)+1*(d2x152)+-1*(d2x278)+-1*(d2x279)+-1*(d2x298)+-1*(d2x515), d3x402->1*(d2x120)+-1*(d2x129)+1*(d2x153)+-1*(d2x273)+-1*(d2x280)+-1*(d2x299)+-1*(d2x517), d3x403->-1*(d2x120)+-1*(d2x130)+1*(d2x155)+-1*(d2x278)+-1*(d2x281)+-1*(d2x300), d3x404->1*(d2x121)+-1*(d2x130)+-1*(d2x157)+1*(d2x301)+-1*(d2x520), d3x405->1*(d2x122)+1*(d2x131)+1*(d2x158)+-1*(d2x282)+-1*(d2x299)+-1*(d2x521), d3x406->1*(d2x123)+1*(d2x132)+1*(d2x160)+1*(d2x274)+1*(d2x280)+1*(d2x302)+-1*(d2x523), d3x407->1*(d2x123)+1*(d2x133)+1*(d2x162)+-1*(d2x279)+-1*(d2x281)+1*(d2x303)+-1*(d2x524), d3x408->1*(d2x124)+1*(d2x133)+1*(d2x163)+-1*(d2x282)+1*(d2x302)+-1*(d2x525), d3x409->-1*(d2x118)+1*(d2x127)+-1*(d2x283)+1*(d2x284)+-1*(d2x304)+-1*(d2x529), d3x410->1*(d2x125)+1*(d2x126)+1*(d2x140)+1*(d2x285)+-1*(d2x287)+1*(d2x305)+-1*(d2x543), d3x411->-1*(d2x285)+1*(d2x286)+-1*(d2x306)+-1*(d2x547), d3x412->1*(d2x128)+1*(d2x132)+1*(d2x148)+1*(d2x286)+-1*(d2x287)+-1*(d2x304)+-1*(d2x556), d3x413->1*(d2x128)+1*(d2x133)+1*(d2x149)+1*(d2x288)+-1*(d2x289)+-1*(d2x304)+-1*(d2x557), d3x414->1*(d2x129)+1*(d2x130)+-1*(d2x154)+-1*(d2x288)+1*(d2x291)+1*(d2x305)+-1*(d2x563), d3x415->1*(d2x132)+1*(d2x133)+1*(d2x161)+-1*(d2x289)+1*(d2x291)+1*(d2x306)+-1*(d2x570), d3x416->1*(d2x134)+-1*(d2x135)+1*(d2x136)+-1*(d2x261)+1*(d2x307)+-1*(d2x573), d3x417->1*(d2x135)+-1*(d2x136)+-1*(d2x143)+-1*(d2x282)+1*(d2x308)+-1*(d2x584), d3x418->1*(d2x138)+1*(d2x140)+1*(d2x141)+-1*(d2x293)+1*(d2x307)+-1*(d2x593), d3x419->1*(d2x140)+1*(d2x141)+1*(d2x142)+1*(d2x299)+-1*(d2x308)+-1*(d2x597), d3x420->1*(d2x144)+1*(d2x147)+1*(d2x150)+1*(d2x294)+-1*(d2x606), d3x421->1*(d2x145)+1*(d2x148)+1*(d2x151)+-1*(d2x293)+-1*(d2x295)+-1*(d2x607), d3x422->1*(d2x145)+1*(d2x149)+1*(d2x152)+1*(d2x294)+-1*(d2x608), d3x423->1*(d2x148)+1*(d2x149)+1*(d2x161)+1*(d2x292)+-1*(d2x296)+1*(d2x297)+-1*(d2x613), d3x424->1*(d2x147)+1*(d2x150)+1*(d2x156)+-1*(d2x301)+-1*(d2x620), d3x425->1*(d2x148)+1*(d2x151)+1*(d2x160)+1*(d2x299)+1*(d2x302)+-1*(d2x622), d3x426->1*(d2x148)+1*(d2x152)+1*(d2x162)+1*(d2x298)+-1*(d2x300)+1*(d2x303)+-1*(d2x623), d3x427->1*(d2x149)+1*(d2x152)+1*(d2x163)+-1*(d2x301)+-1*(d2x624), d3x428->1*(d2x151)+1*(d2x152)+1*(d2x161)+1*(d2x304)+1*(d2x305)+1*(d2x306)+-1*(d2x633), d3x429->1*(d2x153)+-1*(d2x154)+1*(d2x155)+-1*(d2x294)+-1*(d2x637), d3x430->1*(d2x154)+-1*(d2x155)+-1*(d2x157)+-1*(d2x301)+-1*(d2x642), d3x431->1*(d2x160)+1*(d2x161)+1*(d2x162)+1*(d2x295)+1*(d2x307)+-1*(d2x648), d3x432->1*(d2x161)+1*(d2x162)+1*(d2x163)+-1*(d2x302)+-1*(d2x308)+-1*(d2x650), d3x433->-1*(d2x71)+1*(d2x165)+-2*(d2x309), d3x434->-1*(d2x72)+1*(d2x166)+-1*(d2x309), d3x435->-1*(d2x73)+1*(d2x167)+-1*(d2x309), d3x436->-1*(d2x72)+1*(d2x168)+-1*(d2x311), d3x437->-1*(d2x71)+1*(d2x169)+-1*(d2x310)+-1*(d2x312), d3x438->-1*(d2x72)+1*(d2x170)+-1*(d2x311), d3x439->-1*(d2x77)+1*(d2x168)+1*(d2x313)+1*(d2x314)+-1*(d2x316), d3x440->-1*(d2x74)+1*(d2x168)+-1*(d2x317), d3x441->-1*(d2x75)+1*(d2x169)+1*(d2x315)+-1*(d2x318), d3x442->-1*(d2x77)+1*(d2x170)+1*(d2x317), d3x443->-1*(d2x83)+1*(d2x168)+-1*(d2x193)+1*(d2x319)+1*(d2x320)+-1*(d2x322), d3x444->-1*(d2x80)+1*(d2x168)+-1*(d2x197)+-1*(d2x323), d3x445->-1*(d2x81)+1*(d2x169)+-1*(d2x212)+1*(d2x321)+-1*(d2x324), d3x446->-1*(d2x83)+1*(d2x170)+-1*(d2x225)+1*(d2x323), d3x447->-1*(d2x112)+1*(d2x255)+-1*(d2x325)+-1*(d2x330), d3x448->-1*(d2x114)+1*(d2x256)+-1*(d2x325)+1*(d2x329), d3x449->-1*(d2x122)+-1*(d2x172)+1*(d2x176)+1*(d2x267)+-1*(d2x326)+-1*(d2x331), d3x450->-1*(d2x131)+1*(d2x172)+-1*(d2x176)+1*(d2x279)+1*(d2x327)+1*(d2x332), d3x451->-1*(d2x137)+1*(d2x285)+-1*(d2x328)+-1*(d2x334), d3x452->-1*(d2x139)+1*(d2x286)+-1*(d2x328)+-1*(d2x333), d3x453->-1*(d2x146)+1*(d2x292)+-1*(d2x329)+-1*(d2x330), d3x454->-1*(d2x158)+1*(d2x306)+1*(d2x333)+-1*(d2x334), d3x455->-1*(d2x86), d3x456->-1*(d2x86)+-1*(d2x338), d3x457->-1*(d2x86), d3x458->-1*(d2x86)+1*(d2x338), d3x459->-1*(d2x88)+-1*(d2x310)+1*(d2x313)+1*(d2x337)+-1*(d2x339), d3x460->-1*(d2x89)+-1*(d2x310)+1*(d2x314)+1*(d2x337)+-1*(d2x340), d3x461->-1*(d2x87)+-1*(d2x310)+1*(d2x315)+-1*(d2x341), d3x462->-1*(d2x89)+-1*(d2x311)+1*(d2x316)+1*(d2x339)+-1*(d2x340), d3x463->-1*(d2x88)+-1*(d2x311)+1*(d2x317), d3x464->-1*(d2x89)+-1*(d2x312)+1*(d2x318)+1*(d2x341), d3x465->-1*(d2x95)+-1*(d2x181)+1*(d2x191)+-1*(d2x313)+1*(d2x329)+-1*(d2x335)+1*(d2x343), d3x466->-1*(d2x97)+-1*(d2x181)+1*(d2x194)+-1*(d2x314)+1*(d2x332)+-1*(d2x336)+-1*(d2x344), d3x467->-1*(d2x98)+-1*(d2x182)+1*(d2x196)+-1*(d2x314)+1*(d2x333)+-1*(d2x335)+-1*(d2x345), d3x468->-1*(d2x91)+-1*(d2x183)+1*(d2x198)+-1*(d2x315)+1*(d2x337)+1*(d2x346), d3x469->-1*(d2x93)+-1*(d2x183)+1*(d2x208)+-1*(d2x313)+1*(d2x342)+1*(d2x347)+1*(d2x349), d3x470->-1*(d2x94)+-1*(d2x183)+1*(d2x210)+-1*(d2x314)+1*(d2x342)+-1*(d2x348)+1*(d2x350), d3x471->-1*(d2x98)+-1*(d2x184)+1*(d2x217)+-1*(d2x316)+-1*(d2x343)+-1*(d2x345)+1*(d2x361), d3x472->-1*(d2x95)+-1*(d2x185)+1*(d2x218)+-1*(d2x317)+1*(d2x365), d3x473->-1*(d2x97)+-1*(d2x185)+1*(d2x222)+-1*(d2x316)+-1*(d2x347)+-1*(d2x348)+1*(d2x370), d3x474->-1*(d2x98)+-1*(d2x186)+1*(d2x227)+-1*(d2x318)+-1*(d2x346)+1*(d2x377), d3x475->-1*(d2x105)+1*(d2x181)+-1*(d2x191)+1*(d2x319)+1*(d2x349)+-1*(d2x352)+1*(d2x397), d3x476->-1*(d2x107)+1*(d2x181)+-1*(d2x194)+1*(d2x320)+1*(d2x350)+1*(d2x353)+1*(d2x401), d3x477->-1*(d2x108)+1*(d2x182)+-1*(d2x196)+1*(d2x320)+1*(d2x349)+-1*(d2x354)+1*(d2x404), d3x478->-1*(d2x101)+1*(d2x183)+-1*(d2x198)+1*(d2x321)+-1*(d2x355)+1*(d2x407), d3x479->-1*(d2x103)+1*(d2x183)+-1*(d2x208)+1*(d2x319)+-1*(d2x351)+-1*(d2x356)+1*(d2x411), d3x480->-1*(d2x104)+1*(d2x183)+-1*(d2x210)+1*(d2x320)+-1*(d2x351)+1*(d2x357)+1*(d2x412), d3x481->-1*(d2x108)+1*(d2x184)+-1*(d2x217)+1*(d2x322)+1*(d2x352)+-1*(d2x354)+1*(d2x422), d3x482->-1*(d2x105)+1*(d2x185)+-1*(d2x218)+1*(d2x323)+1*(d2x426), d3x483->-1*(d2x107)+1*(d2x185)+-1*(d2x222)+1*(d2x322)+1*(d2x356)+1*(d2x357)+1*(d2x428), d3x484->-1*(d2x108)+1*(d2x186)+-1*(d2x227)+1*(d2x324)+1*(d2x355)+1*(d2x431), d3x485->-1*(d2x113)+-1*(d2x358)+1*(d2x433), d3x486->-1*(d2x121)+1*(d2x187)+-1*(d2x195)+1*(d2x359)+1*(d2x440), d3x487->-1*(d2x130)+1*(d2x187)+-1*(d2x195)+1*(d2x360)+1*(d2x447), d3x488->-1*(d2x137)+-1*(d2x362)+1*(d2x453), d3x489->-1*(d2x139)+-1*(d2x328)+1*(d2x330)+-1*(d2x361)+1*(d2x454), d3x490->-1*(d2x328)+1*(d2x330)+-1*(d2x363)+-1*(d2x462), d3x491->-1*(d2x144)+-1*(d2x358)+1*(d2x465), d3x492->-1*(d2x146)+-1*(d2x358)+1*(d2x466), d3x493->-1*(d2x147)+-1*(d2x191)+1*(d2x194)+-1*(d2x359)+1*(d2x467), d3x494->-1*(d2x150)+1*(d2x191)+-1*(d2x194)+1*(d2x360)+1*(d2x472), d3x495->-1*(d2x153)+-1*(d2x329)+1*(d2x333)+-1*(d2x361)+1*(d2x477), d3x496->-1*(d2x156)+-1*(d2x362)+1*(d2x480), d3x497->-1*(d2x157)+-1*(d2x362)+1*(d2x481), d3x498->-1*(d2x159)+1*(d2x329)+-1*(d2x333)+-1*(d2x363)+1*(d2x483), d3x499->-1*(d2x120)+1*(d2x193)+-1*(d2x197)+-1*(d2x335)+-1*(d2x336)+-1*(d2x364), d3x500->-1*(d2x113)+-1*(d2x365)+1*(d2x486), d3x501->-1*(d2x111)+-1*(d2x337)+-1*(d2x366)+1*(d2x487), d3x502->-1*(d2x112)+-1*(d2x337)+-1*(d2x367)+1*(d2x488), d3x503->-1*(d2x112)+1*(d2x338)+-1*(d2x339)+-1*(d2x367)+1*(d2x489), d3x504->-1*(d2x338)+-1*(d2x340)+1*(d2x367)+-1*(d2x490), d3x505->-1*(d2x112)+1*(d2x338)+-1*(d2x341)+1*(d2x491), d3x506->-1*(d2x114)+-1*(d2x339)+1*(d2x340)+1*(d2x365)+1*(d2x492), d3x507->-1*(d2x113)+-1*(d2x339)+1*(d2x341)+-1*(d2x366)+1*(d2x493), d3x508->-1*(d2x114)+1*(d2x340)+-1*(d2x341)+1*(d2x366)+1*(d2x494), d3x509->-1*(d2x116)+-1*(d2x198)+1*(d2x208)+1*(d2x335)+1*(d2x342)+1*(d2x368)+1*(d2x495), d3x510->-1*(d2x117)+-1*(d2x198)+1*(d2x210)+1*(d2x336)+1*(d2x342)+-1*(d2x369)+1*(d2x496), d3x511->-1*(d2x122)+-1*(d2x203)+1*(d2x216)+-1*(d2x344)+1*(d2x345)+-1*(d2x364)+1*(d2x510), d3x512->-1*(d2x120)+-1*(d2x204)+1*(d2x221)+-1*(d2x343)+-1*(d2x347)+-1*(d2x368)+1*(d2x517), d3x513->-1*(d2x121)+1*(d2x204)+-1*(d2x223)+-1*(d2x344)+1*(d2x348)+1*(d2x369)+1*(d2x518), d3x514->-1*(d2x122)+-1*(d2x205)+1*(d2x224)+1*(d2x345)+-1*(d2x348)+-1*(d2x368)+1*(d2x519), d3x515->-1*(d2x129)+1*(d2x193)+-1*(d2x197)+-1*(d2x349)+-1*(d2x350)+-1*(d2x370)+1*(d2x532), d3x516->-1*(d2x125)+1*(d2x198)+-1*(d2x208)+-1*(d2x349)+-1*(d2x351)+-1*(d2x371)+1*(d2x536), d3x517->-1*(d2x126)+1*(d2x198)+-1*(d2x210)+-1*(d2x350)+-1*(d2x351)+1*(d2x372)+1*(d2x537), d3x518->-1*(d2x131)+1*(d2x203)+-1*(d2x216)+1*(d2x353)+1*(d2x354)+1*(d2x370)+1*(d2x555), d3x519->-1*(d2x129)+-1*(d2x204)+1*(d2x221)+-1*(d2x352)+-1*(d2x356)+-1*(d2x371)+1*(d2x562), d3x520->-1*(d2x130)+1*(d2x204)+-1*(d2x223)+-1*(d2x353)+1*(d2x357)+1*(d2x372)+1*(d2x563), d3x521->-1*(d2x131)+1*(d2x205)+-1*(d2x224)+1*(d2x354)+1*(d2x357)+1*(d2x371)+1*(d2x564), d3x522->-1*(d2x134)+-1*(d2x325)+-1*(d2x373)+1*(d2x571), d3x523->-1*(d2x135)+1*(d2x206)+-1*(d2x211)+-1*(d2x326)+1*(d2x374)+1*(d2x572), d3x524->-1*(d2x136)+1*(d2x206)+-1*(d2x211)+-1*(d2x327)+1*(d2x375)+1*(d2x573), d3x525->-1*(d2x137)+1*(d2x328)+-1*(d2x376)+1*(d2x574), d3x526->-1*(d2x138)+-1*(d2x329)+-1*(d2x373)+1*(d2x575), d3x527->-1*(d2x139)+1*(d2x330)+-1*(d2x373)+1*(d2x576), d3x528->-1*(d2x140)+-1*(d2x208)+1*(d2x210)+1*(d2x331)+-1*(d2x374)+1*(d2x577), d3x529->-1*(d2x141)+1*(d2x208)+-1*(d2x210)+-1*(d2x332)+1*(d2x375)+1*(d2x578), d3x530->-1*(d2x142)+-1*(d2x333)+-1*(d2x376)+1*(d2x579), d3x531->-1*(d2x143)+-1*(d2x334)+-1*(d2x376)+1*(d2x580), d3x532->-1*(d2x134)+-1*(d2x337)+-1*(d2x377)+1*(d2x581), d3x533->-1*(d2x137)+-1*(d2x378)+1*(d2x585), d3x534->-1*(d2x139)+1*(d2x367)+-1*(d2x377)+1*(d2x596), d3x535->-1*(d2x143)+-2*(d2x378)+1*(d2x601), d3x536->-1*(d2x158)+1*(d2x361)+-1*(d2x362)+1*(d2x363)+1*(d2x611), d3x537->-1*(d2x159)+1*(d2x358)+-1*(d2x361)+-1*(d2x363)+1*(d2x612), d3x538->-1*(d2x144)+-1*(d2x365)+1*(d2x616), d3x539->-1*(d2x146)+-1*(d2x365)+1*(d2x617), d3x540->-1*(d2x146)+-1*(d2x366)+1*(d2x367)+1*(d2x618), d3x541->-1*(d2x147)+-1*(d2x218)+1*(d2x222)+1*(d2x364)+-1*(d2x368)+-1*(d2x369)+1*(d2x619), d3x542->-1*(d2x150)+1*(d2x218)+-1*(d2x222)+-1*(d2x370)+1*(d2x371)+1*(d2x372)+1*(d2x628), d3x543->-1*(d2x153)+-1*(d2x358)+1*(d2x635), d3x544->-1*(d2x154)+1*(d2x221)+-1*(d2x223)+-1*(d2x359)+1*(d2x636), d3x545->-1*(d2x155)+1*(d2x221)+-1*(d2x223)+-1*(d2x360)+1*(d2x637), d3x546->-1*(d2x156)+-1*(d2x361)+1*(d2x373)+-1*(d2x376)+1*(d2x638), d3x547->-1*(d2x157)+-1*(d2x362)+1*(d2x639), d3x548->-1*(d2x158)+1*(d2x363)+1*(d2x373)+-1*(d2x376)+1*(d2x640), d3x549->-1*(d2x153)+-1*(d2x365)+1*(d2x641), d3x550->-1*(d2x157)+-1*(d2x378)+1*(d2x644), d3x551->-1*(d2x159)+1*(d2x366)+-1*(d2x377)+1*(d2x649), d3x552->-1*(d2x164)+-1*(d2x378)+1*(d2x651), d3x553->1*(d2x118)+-1*(d2x190)+-1*(d2x379)+1*(d2x380)+-1*(d2x383), d3x554->1*(d2x127)+-1*(d2x201)+-1*(d2x381)+-1*(d2x382)+1*(d2x384), d3x555->-1*(d2x166)+1*(d2x168)+-1*(d2x386), d3x556->-1*(d2x165)+1*(d2x169)+-1*(d2x385)+-1*(d2x387), d3x557->-1*(d2x166)+1*(d2x170)+-1*(d2x386), d3x558->1*(d2x168)+-1*(d2x170)+1*(d2x388)+1*(d2x389)+-1*(d2x390), d3x559->1*(d2x173)+-1*(d2x188)+1*(d2x257)+-1*(d2x379)+1*(d2x391)+-1*(d2x399), d3x560->1*(d2x174)+-1*(d2x189)+1*(d2x259)+-1*(d2x380)+1*(d2x391)+1*(d2x398), d3x561->1*(d2x175)+-1*(d2x192)+1*(d2x266)+-1*(d2x380)+1*(d2x392)+-1*(d2x397), d3x562->1*(d2x171)+-1*(d2x200)+1*(d2x271)+-1*(d2x381)+-1*(d2x393)+1*(d2x402), d3x563->1*(d2x171)+-1*(d2x202)+1*(d2x272)+-1*(d2x381)+-1*(d2x394)+-1*(d2x403), d3x564->1*(d2x172)+-1*(d2x203)+1*(d2x274)+-1*(d2x382)+-1*(d2x393)+-1*(d2x400), d3x565->1*(d2x172)+-1*(d2x205)+1*(d2x276)+-1*(d2x382)+-1*(d2x394)+1*(d2x401), d3x566->1*(d2x173)+-1*(d2x207)+1*(d2x283)+-1*(d2x379)+-1*(d2x395)+-1*(d2x405), d3x567->1*(d2x174)+-1*(d2x209)+1*(d2x284)+-1*(d2x380)+-1*(d2x395)+-1*(d2x404), d3x568->1*(d2x174)+-1*(d2x214)+1*(d2x290)+-1*(d2x384)+-1*(d2x396)+1*(d2x406), d3x569->1*(d2x176)+-1*(d2x216)+1*(d2x295)+-1*(d2x383)+-1*(d2x398)+-1*(d2x399), d3x570->1*(d2x175)+-1*(d2x219)+1*(d2x302)+-1*(d2x384)+1*(d2x400)+1*(d2x402), d3x571->1*(d2x175)+-1*(d2x220)+1*(d2x303)+-1*(d2x384)+-1*(d2x401)+-1*(d2x403), d3x572->1*(d2x176)+-1*(d2x224)+1*(d2x304)+-1*(d2x383)+1*(d2x404)+-1*(d2x405), d3x573->-1*(d2x171)+1*(d2x199)+1*(d2x342)+-1*(d2x407)+1*(d2x409), d3x574->-1*(d2x173)+1*(d2x213)+1*(d2x351)+1*(d2x408)+-1*(d2x410), d3x575->-1*(d2x177)+1*(d2x178)+2*(d2x385)+-1*(d2x414), d3x576->-1*(d2x177)+1*(d2x179)+2*(d2x386), d3x577->-1*(d2x177)+1*(d2x180)+2*(d2x387)+1*(d2x414), d3x578->1*(d2x178)+-1*(d2x179)+2*(d2x388)+-1*(d2x413)+1*(d2x415), d3x579->1*(d2x178)+-1*(d2x180)+2*(d2x389)+-1*(d2x413)+-1*(d2x416), d3x580->1*(d2x179)+-1*(d2x180)+2*(d2x390)+-1*(d2x415)+-1*(d2x416), d3x581->1*(d2x182)+-1*(d2x184)+1*(d2x388)+1*(d2x398)+1*(d2x411)+1*(d2x417), d3x582->1*(d2x181)+-1*(d2x185)+1*(d2x388)+1*(d2x400)+1*(d2x412)+-1*(d2x418), d3x583->1*(d2x182)+-1*(d2x186)+1*(d2x389)+1*(d2x406)+1*(d2x412)+-1*(d2x419), d3x584->1*(d2x184)+-1*(d2x186)+1*(d2x390)+1*(d2x418)+-1*(d2x419)+1*(d2x424), d3x585->-1*(d2x391)+1*(d2x392)+-1*(d2x420)+1*(d2x437), d3x586->1*(d2x187)+-1*(d2x204)+1*(d2x393)+1*(d2x394)+-1*(d2x421)+-1*(d2x446), d3x587->1*(d2x188)+-1*(d2x207)+-1*(d2x391)+-1*(d2x395)+-1*(d2x423)+1*(d2x451), d3x588->1*(d2x189)+-1*(d2x209)+-1*(d2x392)+-1*(d2x395)+-1*(d2x422)+1*(d2x452), d3x589->1*(d2x189)+-1*(d2x214)+-1*(d2x396)+-1*(d2x402)+1*(d2x424)+1*(d2x458), d3x590->-1*(d2x190)+-1*(d2x396)+1*(d2x403)+-1*(d2x425)+1*(d2x464), d3x591->1*(d2x196)+-1*(d2x217)+1*(d2x397)+1*(d2x398)+1*(d2x420)+1*(d2x468), d3x592->1*(d2x191)+-1*(d2x218)+1*(d2x400)+1*(d2x401)+-1*(d2x421)+1*(d2x471), d3x593->1*(d2x192)+-1*(d2x220)+-1*(d2x402)+-1*(d2x403)+-1*(d2x421)+1*(d2x476), d3x594->1*(d2x193)+-1*(d2x221)+1*(d2x397)+1*(d2x404)+-1*(d2x422)+-1*(d2x477), d3x595->1*(d2x194)+-1*(d2x222)+1*(d2x398)+1*(d2x404)+-1*(d2x423)+1*(d2x478), d3x596->1*(d2x195)+-1*(d2x223)+1*(d2x399)+1*(d2x405)+-1*(d2x423)+-1*(d2x479), d3x597->1*(d2x193)+-1*(d2x225)+1*(d2x400)+1*(d2x406)+-1*(d2x424), d3x598->1*(d2x196)+-1*(d2x227)+1*(d2x401)+1*(d2x406)+-1*(d2x425)+1*(d2x485), d3x599->-1*(d2x187)+1*(d2x197)+-1*(d2x426)+-1*(d2x486), d3x600->-1*(d2x188)+1*(d2x213)+-1*(d2x427)+1*(d2x497), d3x601->-1*(d2x192)+1*(d2x219)+-1*(d2x426)+1*(d2x516), d3x602->-1*(d2x195)+1*(d2x226)+-1*(d2x427)+-1*(d2x520), d3x603->1*(d2x197)+-1*(d2x204)+1*(d2x411)+1*(d2x412)+-1*(d2x428)+-1*(d2x532), d3x604->1*(d2x199)+-1*(d2x200)+-1*(d2x411)+-1*(d2x413)+1*(d2x429)+1*(d2x545), d3x605->1*(d2x199)+-1*(d2x202)+-1*(d2x412)+-1*(d2x413)+-1*(d2x430)+1*(d2x546), d3x606->-1*(d2x415)+-1*(d2x417)+1*(d2x429)+1*(d2x547), d3x607->1*(d2x200)+-1*(d2x202)+-1*(d2x415)+-1*(d2x418)+-1*(d2x430)+1*(d2x548), d3x608->-1*(d2x201)+-1*(d2x416)+-1*(d2x419)+1*(d2x430)+1*(d2x549), d3x609->1*(d2x203)+-1*(d2x205)+-1*(d2x417)+-1*(d2x418)+1*(d2x428)+1*(d2x552), d3x610->-1*(d2x206)+1*(d2x212)+1*(d2x407)+-1*(d2x431)+-1*(d2x581), d3x611->-1*(d2x207)+1*(d2x213)+-1*(d2x408)+-1*(d2x432)+1*(d2x582), d3x612->-1*(d2x209)+1*(d2x214)+-1*(d2x409)+-1*(d2x431)+1*(d2x583), d3x613->-1*(d2x211)+1*(d2x215)+1*(d2x410)+-1*(d2x432)+-1*(d2x584), d3x614->1*(d2x216)+-1*(d2x224)+-1*(d2x420)+1*(d2x422)+-1*(d2x423)+1*(d2x609), d3x615->1*(d2x217)+-1*(d2x227)+1*(d2x421)+1*(d2x424)+-1*(d2x425)+1*(d2x614), d3x616->1*(d2x219)+-1*(d2x220)+-1*(d2x428)+-1*(d2x429)+-1*(d2x430)+1*(d2x634), d3x617->-1*(d2x221)+1*(d2x225)+1*(d2x426)+-1*(d2x641), d3x618->-1*(d2x223)+1*(d2x226)+1*(d2x427)+-1*(d2x642), d3x619->1*(d2x229)+1*(d2x230)+1*(d2x233)+-1*(d2x435)+-1*(d2x436), d3x620->1*(d2x229)+1*(d2x231)+1*(d2x234)+-1*(d2x435)+1*(d2x437), d3x621->1*(d2x229)+1*(d2x232)+1*(d2x235)+1*(d2x438), d3x622->1*(d2x230)+1*(d2x231)+1*(d2x236)+1*(d2x436)+1*(d2x437), d3x623->1*(d2x230)+1*(d2x232)+1*(d2x237), d3x624->1*(d2x231)+1*(d2x232)+1*(d2x238)+-1*(d2x438), d3x625->1*(d2x233)+1*(d2x234)+1*(d2x236)+1*(d2x433)+-1*(d2x439), d3x626->1*(d2x233)+1*(d2x235)+1*(d2x237)+-1*(d2x434)+-1*(d2x440), d3x627->1*(d2x234)+1*(d2x235)+1*(d2x238)+-1*(d2x434)+1*(d2x441), d3x628->1*(d2x236)+1*(d2x237)+1*(d2x238)+1*(d2x440)+1*(d2x441), d3x629->1*(d2x235)+-1*(d2x239)+1*(d2x240)+-1*(d2x261)+-1*(d2x327)+-1*(d2x445), d3x630->1*(d2x233)+1*(d2x241)+-1*(d2x243)+-1*(d2x273)+-1*(d2x343)+1*(d2x442)+1*(d2x446), d3x631->1*(d2x233)+1*(d2x242)+-1*(d2x245)+-1*(d2x277)+-1*(d2x346)+1*(d2x443)+-1*(d2x447), d3x632->1*(d2x234)+1*(d2x242)+-1*(d2x246)+-1*(d2x280)+-1*(d2x347)+1*(d2x442)+-1*(d2x448), d3x633->1*(d2x235)+-1*(d2x241)+1*(d2x244)+-1*(d2x288)+-1*(d2x353)+-1*(d2x444)+-1*(d2x449), d3x634->1*(d2x235)+-1*(d2x242)+1*(d2x247)+-1*(d2x291)+-1*(d2x357)+-1*(d2x444)+1*(d2x450), d3x635->1*(d2x237)+-1*(d2x243)+1*(d2x244)+-1*(d2x294)+-1*(d2x360), d3x636->1*(d2x236)+1*(d2x245)+-1*(d2x246)+-1*(d2x299)+-1*(d2x368)+-1*(d2x446)+-1*(d2x448), d3x637->1*(d2x237)+-1*(d2x245)+1*(d2x247)+-1*(d2x305)+-1*(d2x372)+1*(d2x449)+1*(d2x450), d3x638->1*(d2x238)+-1*(d2x246)+1*(d2x247)+-1*(d2x307)+-1*(d2x375)+1*(d2x445), d3x639->1*(d2x239)+1*(d2x241)+-1*(d2x249)+1*(d2x258)+-1*(d2x393)+-1*(d2x451)+-1*(d2x455), d3x640->1*(d2x239)+1*(d2x242)+-1*(d2x250)+1*(d2x260)+-1*(d2x394)+-1*(d2x451)+1*(d2x456), d3x641->1*(d2x240)+1*(d2x244)+-1*(d2x249)+1*(d2x265)+-1*(d2x399)+-1*(d2x452)+-1*(d2x454), d3x642->1*(d2x240)+1*(d2x247)+-1*(d2x250)+1*(d2x268)+-1*(d2x405)+-1*(d2x452)+1*(d2x457), d3x643->1*(d2x240)+1*(d2x248)+-1*(d2x251)+1*(d2x282)+-1*(d2x410)+1*(d2x458), d3x644->1*(d2x241)+1*(d2x242)+-1*(d2x252)+1*(d2x287)+-1*(d2x418)+1*(d2x453)+1*(d2x459), d3x645->1*(d2x243)+1*(d2x245)+-1*(d2x252)+1*(d2x293)+-1*(d2x421)+1*(d2x455)+1*(d2x456), d3x646->1*(d2x244)+1*(d2x247)+-1*(d2x252)+1*(d2x296)+-1*(d2x423)+1*(d2x454)+1*(d2x457), d3x647->1*(d2x244)+1*(d2x248)+-1*(d2x253)+1*(d2x301)+-1*(d2x427), d3x648->1*(d2x247)+1*(d2x248)+-1*(d2x254)+1*(d2x308)+-1*(d2x432)+-1*(d2x458), d3x649->1*(d2x249)+1*(d2x250)+-1*(d2x252)+1*(d2x264)+1*(d2x460)+1*(d2x462), d3x650->-1*(d2x249)+1*(d2x251)+1*(d2x253)+1*(d2x278)+-1*(d2x461)+-1*(d2x463), d3x651->-1*(d2x250)+1*(d2x251)+1*(d2x254)+1*(d2x281)+-1*(d2x461)+1*(d2x464), d3x652->-1*(d2x252)+1*(d2x253)+1*(d2x254)+1*(d2x300)+1*(d2x463)+1*(d2x464), d3x653->1*(d2x433)+-1*(d2x436)+-1*(d2x466), d3x654->1*(d2x433)+-1*(d2x439)+1*(d2x465), d3x655->1*(d2x256)+1*(d2x267)+1*(d2x279)+1*(d2x434)+-1*(d2x448)+1*(d2x467), d3x656->1*(d2x255)+1*(d2x257)+1*(d2x283)+1*(d2x435)+-1*(d2x451)+-1*(d2x469), d3x657->1*(d2x256)+1*(d2x259)+1*(d2x284)+1*(d2x435)+-1*(d2x452)+1*(d2x468), d3x658->-1*(d2x262)+1*(d2x285)+1*(d2x436)+-1*(d2x453)+-1*(d2x470), d3x659->-1*(d2x263)+1*(d2x286)+1*(d2x436)+-1*(d2x454)+1*(d2x468), d3x660->1*(d2x258)+1*(d2x260)+-1*(d2x264)+1*(d2x287)+1*(d2x436)+-1*(d2x455)+-1*(d2x469), d3x661->-1*(d2x258)+-1*(d2x261)+1*(d2x265)+1*(d2x288)+1*(d2x437)+-1*(d2x456)+1*(d2x469), d3x662->1*(d2x259)+1*(d2x266)+1*(d2x289)+1*(d2x437)+-1*(d2x457)+-1*(d2x468), d3x663->1*(d2x259)+1*(d2x267)+1*(d2x290)+1*(d2x438)+-1*(d2x458), d3x664->-1*(d2x260)+-1*(d2x261)+1*(d2x268)+1*(d2x291)+1*(d2x437)+-1*(d2x459)+-1*(d2x470), d3x665->-1*(d2x263)+1*(d2x292)+1*(d2x439)+-1*(d2x465)+-1*(d2x466), d3x666->-1*(d2x264)+1*(d2x265)+1*(d2x268)+1*(d2x296)+1*(d2x439)+-1*(d2x466)+-1*(d2x469), d3x667->-1*(d2x263)+1*(d2x298)+1*(d2x440)+-1*(d2x467)+-1*(d2x473), d3x668->1*(d2x266)+1*(d2x267)+1*(d2x303)+1*(d2x441)+-1*(d2x467)+-1*(d2x476), d3x669->1*(d2x255)+-1*(d2x269)+-1*(d2x442)+1*(d2x473)+-1*(d2x489), d3x670->1*(d2x255)+-1*(d2x269)+-1*(d2x443)+-1*(d2x474)+-1*(d2x491), d3x671->1*(d2x256)+-1*(d2x270)+-1*(d2x442)+-1*(d2x471)+-1*(d2x492), d3x672->1*(d2x256)+-1*(d2x270)+-1*(d2x443)+1*(d2x472)+-1*(d2x494), d3x673->1*(d2x270)+1*(d2x275)+1*(d2x289)+1*(d2x444)+1*(d2x475)+-1*(d2x500), d3x674->1*(d2x262)+1*(d2x271)+1*(d2x272)+1*(d2x446)+-1*(d2x476)+-1*(d2x507), d3x675->1*(d2x267)+-1*(d2x274)+-1*(d2x275)+1*(d2x295)+-1*(d2x445)+-1*(d2x510), d3x676->1*(d2x263)+1*(d2x274)+1*(d2x276)+1*(d2x446)+1*(d2x471)+-1*(d2x511), d3x677->1*(d2x263)+-1*(d2x298)+-1*(d2x447)+1*(d2x472)+-1*(d2x512), d3x678->1*(d2x264)+1*(d2x277)+1*(d2x280)+1*(d2x299)+1*(d2x446)+-1*(d2x473)+-1*(d2x513), d3x679->-1*(d2x264)+1*(d2x278)+1*(d2x281)+1*(d2x300)+1*(d2x447)+-1*(d2x474), d3x680->1*(d2x265)+-1*(d2x278)+1*(d2x282)+1*(d2x301)+-1*(d2x448)+-1*(d2x473)+-1*(d2x515), d3x681->1*(d2x266)+1*(d2x279)+1*(d2x302)+-1*(d2x448)+1*(d2x471)+-1*(d2x516), d3x682->1*(d2x267)+-1*(d2x275)+-1*(d2x276)+1*(d2x304)+-1*(d2x449)+-1*(d2x475)+-1*(d2x519), d3x683->1*(d2x267)+1*(d2x279)+1*(d2x306)+-1*(d2x450)+-1*(d2x475)+-1*(d2x521), d3x684->1*(d2x268)+-1*(d2x281)+1*(d2x282)+1*(d2x308)+-1*(d2x448)+1*(d2x476)+-1*(d2x524), d3x685->1*(d2x257)+1*(d2x269)+1*(d2x283)+-1*(d2x451)+1*(d2x479)+-1*(d2x527), d3x686->1*(d2x259)+1*(d2x270)+1*(d2x284)+-1*(d2x451)+-1*(d2x478)+-1*(d2x528), d3x687->1*(d2x266)+1*(d2x275)+1*(d2x284)+-1*(d2x452)+1*(d2x477)+-1*(d2x531), d3x688->-1*(d2x453)+1*(d2x481)+-1*(d2x540), d3x689->-1*(d2x453)+-1*(d2x480)+-1*(d2x542), d3x690->1*(d2x271)+1*(d2x272)+1*(d2x285)+-1*(d2x455)+1*(d2x482)+-1*(d2x548), d3x691->1*(d2x286)+-1*(d2x292)+-1*(d2x454)+1*(d2x477)+-1*(d2x551), d3x692->1*(d2x274)+1*(d2x276)+1*(d2x286)+-1*(d2x455)+-1*(d2x478)+-1*(d2x552), d3x693->-1*(d2x273)+1*(d2x277)+1*(d2x287)+-1*(d2x293)+-1*(d2x455)+1*(d2x479)+-1*(d2x553), d3x694->1*(d2x273)+1*(d2x278)+1*(d2x288)+1*(d2x294)+-1*(d2x456)+-1*(d2x479)+-1*(d2x554), d3x695->1*(d2x274)+1*(d2x279)+-1*(d2x289)+-1*(d2x295)+1*(d2x456)+-1*(d2x478)+-1*(d2x555), d3x696->1*(d2x275)+1*(d2x289)+1*(d2x297)+-1*(d2x457)+-1*(d2x477)+-1*(d2x558), d3x697->1*(d2x275)+1*(d2x290)+1*(d2x302)+-1*(d2x458)+-1*(d2x561), d3x698->1*(d2x276)+1*(d2x279)+-1*(d2x289)+-1*(d2x304)+1*(d2x459)+1*(d2x480)+-1*(d2x564), d3x699->1*(d2x277)+1*(d2x278)+1*(d2x291)+1*(d2x305)+-1*(d2x459)+-1*(d2x481)+-1*(d2x566), d3x700->1*(d2x280)+1*(d2x281)+1*(d2x291)+1*(d2x307)+-1*(d2x456)+1*(d2x482)+-1*(d2x569), d3x701->-1*(d2x262)+1*(d2x285)+-1*(d2x460)+-1*(d2x484)+-1*(d2x574), d3x702->-1*(d2x263)+1*(d2x286)+-1*(d2x460)+-1*(d2x483)+-1*(d2x576), d3x703->1*(d2x279)+1*(d2x284)+1*(d2x290)+-1*(d2x461)+1*(d2x485)+-1*(d2x583), d3x704->-1*(d2x286)+1*(d2x292)+-1*(d2x462)+-1*(d2x483)+-1*(d2x591), d3x705->-1*(d2x287)+-1*(d2x288)+1*(d2x291)+1*(d2x296)+-1*(d2x462)+-1*(d2x484)+-1*(d2x594), d3x706->1*(d2x286)+-1*(d2x298)+-1*(d2x463)+1*(d2x485)+-1*(d2x596), d3x707->1*(d2x289)+1*(d2x290)+1*(d2x303)+-1*(d2x464)+-1*(d2x485)+-1*(d2x599), d3x708->-1*(d2x465)+-1*(d2x466)+-1*(d2x604), d3x709->1*(d2x292)+1*(d2x295)+1*(d2x304)+-1*(d2x468)+-1*(d2x469)+-1*(d2x609), d3x710->-1*(d2x293)+-1*(d2x294)+1*(d2x296)+1*(d2x305)+-1*(d2x469)+-1*(d2x470)+-1*(d2x610), d3x711->-1*(d2x297)+1*(d2x306)+-1*(d2x468)+-1*(d2x470)+-1*(d2x611), d3x712->1*(d2x292)+-1*(d2x298)+1*(d2x471)+1*(d2x473)+-1*(d2x617), d3x713->1*(d2x292)+-1*(d2x298)+-1*(d2x472)+-1*(d2x474)+-1*(d2x618), d3x714->1*(d2x296)+-1*(d2x300)+1*(d2x301)+1*(d2x308)+1*(d2x473)+1*(d2x476)+-1*(d2x623), d3x715->1*(d2x297)+1*(d2x302)+1*(d2x303)+-1*(d2x471)+-1*(d2x476)+-1*(d2x625), d3x716->1*(d2x295)+1*(d2x298)+1*(d2x304)+1*(d2x478)+1*(d2x479)+-1*(d2x626), d3x717->1*(d2x480)+1*(d2x481)+-1*(d2x629), d3x718->1*(d2x299)+1*(d2x300)+1*(d2x305)+1*(d2x307)+1*(d2x479)+1*(d2x482)+-1*(d2x632), d3x719->1*(d2x302)+1*(d2x303)+1*(d2x306)+1*(d2x478)+1*(d2x482)+-1*(d2x634), d3x720->-1*(d2x297)+1*(d2x306)+1*(d2x483)+-1*(d2x484)+-1*(d2x640), d3x721->-1*(d2x230)+-1*(d2x310)+-1*(d2x313)+1*(d2x488)+-1*(d2x489), d3x722->-1*(d2x231)+-1*(d2x310)+-1*(d2x314)+1*(d2x488)+-1*(d2x490), d3x723->-1*(d2x229)+-1*(d2x310)+-1*(d2x315)+-1*(d2x491), d3x724->-1*(d2x231)+-1*(d2x311)+-1*(d2x316)+1*(d2x489)+-1*(d2x490), d3x725->-1*(d2x230)+-1*(d2x311)+-1*(d2x317), d3x726->-1*(d2x231)+-1*(d2x312)+-1*(d2x318)+1*(d2x491), d3x727->-1*(d2x236)+-1*(d2x313)+-1*(d2x314)+-1*(d2x486)+-1*(d2x492), d3x728->-1*(d2x233)+-1*(d2x313)+-1*(d2x315)+1*(d2x487)+1*(d2x493), d3x729->-1*(d2x234)+-1*(d2x314)+-1*(d2x315)+1*(d2x487)+-1*(d2x494), d3x730->-1*(d2x236)+-1*(d2x316)+-1*(d2x317)+-1*(d2x493)+-1*(d2x494), d3x731->-1*(d2x243)+1*(d2x313)+1*(d2x319)+1*(d2x329)+1*(d2x397)+1*(d2x495)+-1*(d2x498), d3x732->-1*(d2x245)+1*(d2x313)+1*(d2x320)+1*(d2x332)+1*(d2x401)+1*(d2x496)+1*(d2x499), d3x733->-1*(d2x246)+1*(d2x314)+1*(d2x320)+1*(d2x333)+1*(d2x404)+1*(d2x495)+-1*(d2x500), d3x734->-1*(d2x239)+1*(d2x315)+1*(d2x321)+1*(d2x337)+1*(d2x407)+-1*(d2x501), d3x735->-1*(d2x241)+1*(d2x315)+1*(d2x319)+1*(d2x349)+1*(d2x411)+-1*(d2x497)+-1*(d2x502), d3x736->-1*(d2x242)+1*(d2x315)+1*(d2x320)+1*(d2x350)+1*(d2x412)+-1*(d2x497)+1*(d2x503), d3x737->-1*(d2x246)+1*(d2x316)+1*(d2x322)+1*(d2x361)+1*(d2x422)+1*(d2x498)+-1*(d2x500), d3x738->-1*(d2x243)+1*(d2x317)+1*(d2x323)+1*(d2x365)+1*(d2x426), d3x739->-1*(d2x245)+1*(d2x317)+1*(d2x322)+1*(d2x370)+1*(d2x428)+1*(d2x502)+1*(d2x503), d3x740->-1*(d2x246)+1*(d2x318)+1*(d2x324)+1*(d2x377)+1*(d2x431)+1*(d2x501), d3x741->-1*(d2x252)+1*(d2x319)+1*(d2x320)+1*(d2x331)+1*(d2x504)+1*(d2x506), d3x742->-1*(d2x249)+1*(d2x319)+1*(d2x321)+1*(d2x335)+-1*(d2x505)+-1*(d2x507), d3x743->-1*(d2x250)+1*(d2x320)+1*(d2x321)+1*(d2x336)+-1*(d2x505)+1*(d2x508), d3x744->-1*(d2x252)+1*(d2x322)+1*(d2x323)+1*(d2x364)+1*(d2x507)+1*(d2x508), d3x745->-1*(d2x261)+-1*(d2x325)+-1*(d2x326)+-1*(d2x327)+1*(d2x434)+1*(d2x509), d3x746->-1*(d2x282)+1*(d2x326)+1*(d2x327)+1*(d2x334)+1*(d2x450)+1*(d2x510), d3x747->-1*(d2x293)+1*(d2x329)+1*(d2x331)+1*(d2x332)+1*(d2x467)+-1*(d2x509), d3x748->-1*(d2x299)+-1*(d2x331)+-1*(d2x332)+-1*(d2x333)+1*(d2x475)+-1*(d2x510), d3x749->-1*(d2x264)+1*(d2x331)+1*(d2x335)+1*(d2x336)+1*(d2x486)+-1*(d2x511), d3x750->-1*(d2x255)+-1*(d2x487)+1*(d2x488)+1*(d2x512), d3x751->-1*(d2x258)+1*(d2x335)+1*(d2x337)+1*(d2x349)+-1*(d2x488)+1*(d2x495)+-1*(d2x513), d3x752->-1*(d2x260)+1*(d2x336)+1*(d2x337)+1*(d2x350)+-1*(d2x488)+1*(d2x496)+-1*(d2x514), d3x753->-1*(d2x257)+-1*(d2x342)+1*(d2x351)+-1*(d2x488)+1*(d2x497)+-1*(d2x515), d3x754->-1*(d2x258)+1*(d2x339)+1*(d2x343)+1*(d2x352)+-1*(d2x489)+1*(d2x498)+-1*(d2x513), d3x755->-1*(d2x261)+-1*(d2x339)+-1*(d2x344)+-1*(d2x353)+1*(d2x490)+1*(d2x499)+1*(d2x514), d3x756->1*(d2x340)+1*(d2x345)+1*(d2x354)+1*(d2x490)+-1*(d2x500)+1*(d2x513), d3x757->-1*(d2x258)+1*(d2x341)+1*(d2x346)+1*(d2x355)+-1*(d2x491)+1*(d2x501), d3x758->-1*(d2x260)+1*(d2x341)+1*(d2x347)+1*(d2x356)+-1*(d2x489)+1*(d2x502)+-1*(d2x515), d3x759->-1*(d2x261)+-1*(d2x341)+-1*(d2x348)+-1*(d2x357)+1*(d2x490)+1*(d2x503)+1*(d2x515), d3x760->-1*(d2x262)+1*(d2x486)+1*(d2x504)+-1*(d2x516), d3x761->-1*(d2x265)+1*(d2x343)+1*(d2x344)+1*(d2x359)+-1*(d2x492)+1*(d2x509)+-1*(d2x511), d3x762->-1*(d2x264)+1*(d2x346)+1*(d2x347)+1*(d2x368)+1*(d2x493)+-1*(d2x512)+1*(d2x513), d3x763->-1*(d2x265)+1*(d2x346)+1*(d2x348)+1*(d2x369)+-1*(d2x494)+-1*(d2x512)+1*(d2x514), d3x764->-1*(d2x268)+1*(d2x347)+1*(d2x348)+1*(d2x374)+-1*(d2x492)+1*(d2x516)+1*(d2x523), d3x765->-1*(d2x273)+-1*(d2x329)+-1*(d2x335)+-1*(d2x349)+-1*(d2x495)+-1*(d2x517)+1*(d2x530), d3x766->-1*(d2x277)+-1*(d2x332)+-1*(d2x335)+-1*(d2x350)+-1*(d2x496)+1*(d2x518)+1*(d2x533), d3x767->-1*(d2x280)+-1*(d2x333)+-1*(d2x336)+-1*(d2x350)+-1*(d2x495)+-1*(d2x519)+1*(d2x535), d3x768->-1*(d2x269)+-1*(d2x497)+1*(d2x520)+1*(d2x538), d3x769->-1*(d2x271)+1*(d2x342)+-1*(d2x351)+-1*(d2x495)+-1*(d2x521)+1*(d2x545), d3x770->-1*(d2x272)+1*(d2x342)+-1*(d2x351)+-1*(d2x496)+1*(d2x522)+1*(d2x546), d3x771->-1*(d2x273)+-1*(d2x343)+-1*(d2x352)+-1*(d2x358)+-1*(d2x498)+-1*(d2x517)+1*(d2x550), d3x772->-1*(d2x278)+1*(d2x343)+1*(d2x353)+1*(d2x360)+-1*(d2x499)+-1*(d2x518)+1*(d2x554), d3x773->-1*(d2x282)+1*(d2x344)+1*(d2x353)+1*(d2x362)+1*(d2x500)+1*(d2x519)+1*(d2x557), d3x774->1*(d2x345)+1*(d2x354)+1*(d2x363)+-1*(d2x500)+-1*(d2x517)+-1*(d2x558), d3x775->-1*(d2x273)+-1*(d2x346)+-1*(d2x355)+-1*(d2x366)+-1*(d2x501)+1*(d2x560), d3x776->-1*(d2x277)+-1*(d2x346)+-1*(d2x356)+-1*(d2x371)+-1*(d2x502)+1*(d2x520)+1*(d2x565), d3x777->-1*(d2x278)+1*(d2x346)+1*(d2x357)+1*(d2x372)+-1*(d2x503)+-1*(d2x520)+1*(d2x566), d3x778->-1*(d2x280)+-1*(d2x347)+-1*(d2x356)+-1*(d2x373)+-1*(d2x498)+-1*(d2x521)+1*(d2x568), d3x779->-1*(d2x281)+1*(d2x347)+1*(d2x357)+1*(d2x375)+-1*(d2x499)+1*(d2x522)+1*(d2x569), d3x780->-1*(d2x282)+1*(d2x348)+1*(d2x357)+1*(d2x376)+1*(d2x500)+1*(d2x521)+1*(d2x570), d3x781->-1*(d2x287)+1*(d2x331)+1*(d2x349)+1*(d2x350)+1*(d2x504)+-1*(d2x523)+1*(d2x577), d3x782->-1*(d2x283)+-1*(d2x342)+1*(d2x351)+1*(d2x505)+-1*(d2x524)+1*(d2x582), d3x783->-1*(d2x285)+1*(d2x504)+-1*(d2x525)+1*(d2x585), d3x784->-1*(d2x288)+-1*(d2x352)+-1*(d2x353)+-1*(d2x359)+1*(d2x506)+1*(d2x523)+1*(d2x590), d3x785->-1*(d2x287)+1*(d2x355)+1*(d2x356)+1*(d2x368)+1*(d2x507)+-1*(d2x524)+1*(d2x597), d3x786->-1*(d2x288)+-1*(d2x355)+-1*(d2x357)+-1*(d2x369)+1*(d2x508)+1*(d2x524)+1*(d2x598), d3x787->-1*(d2x291)+-1*(d2x356)+-1*(d2x357)+-1*(d2x374)+1*(d2x506)+-1*(d2x525)+1*(d2x600), d3x788->-1*(d2x294)+-1*(d2x358)+-1*(d2x359)+-1*(d2x360)+1*(d2x603), d3x789->-1*(d2x301)+1*(d2x359)+1*(d2x360)+1*(d2x362)+1*(d2x608), d3x790->-1*(d2x293)+1*(d2x364)+1*(d2x365)+1*(d2x370)+1*(d2x513)+-1*(d2x514)+1*(d2x619), d3x791->-1*(d2x293)+1*(d2x366)+1*(d2x368)+1*(d2x371)+1*(d2x513)+-1*(d2x515)+1*(d2x620), d3x792->-1*(d2x294)+-1*(d2x366)+-1*(d2x369)+-1*(d2x372)+-1*(d2x514)+1*(d2x515)+1*(d2x621), d3x793->-1*(d2x296)+1*(d2x368)+1*(d2x369)+1*(d2x374)+1*(d2x511)+1*(d2x516)+1*(d2x622), d3x794->-1*(d2x299)+-1*(d2x361)+-1*(d2x364)+-1*(d2x370)+1*(d2x517)+-1*(d2x519)+1*(d2x627), d3x795->-1*(d2x299)+-1*(d2x368)+-1*(d2x371)+-1*(d2x373)+1*(d2x517)+-1*(d2x521)+1*(d2x631), d3x796->-1*(d2x300)+1*(d2x368)+1*(d2x372)+1*(d2x375)+1*(d2x518)+1*(d2x522)+1*(d2x632), d3x797->-1*(d2x301)+1*(d2x369)+1*(d2x372)+1*(d2x376)+-1*(d2x519)+1*(d2x521)+1*(d2x633), d3x798->-1*(d2x305)+-1*(d2x371)+-1*(d2x372)+-1*(d2x374)+-1*(d2x523)+-1*(d2x525)+1*(d2x643), d3x799->-1*(d2x307)+-1*(d2x373)+-1*(d2x374)+-1*(d2x375)+-1*(d2x509)+1*(d2x647), d3x800->-1*(d2x308)+1*(d2x374)+1*(d2x375)+1*(d2x376)+-1*(d2x510)+1*(d2x648), d3x801->1*(d2x262)+-1*(d2x328)+-1*(d2x526)+-1*(d2x531), d3x802->1*(d2x263)+-1*(d2x330)+-1*(d2x526)+-1*(d2x530), d3x803->1*(d2x269)+-1*(d2x338)+-1*(d2x527)+-1*(d2x534), d3x804->1*(d2x270)+-1*(d2x340)+-1*(d2x527)+1*(d2x533), d3x805->1*(d2x275)+-1*(d2x345)+-1*(d2x382)+1*(d2x383)+-1*(d2x528)+-1*(d2x532), d3x806->1*(d2x289)+-1*(d2x354)+1*(d2x382)+-1*(d2x383)+1*(d2x529)+1*(d2x535), d3x807->1*(d2x297)+-1*(d2x363)+1*(d2x530)+-1*(d2x531), d3x808->1*(d2x298)+-1*(d2x367)+-1*(d2x533)+-1*(d2x534), d3x809->-1*(d2x309)+1*(d2x310)+1*(d2x385)+-1*(d2x539), d3x810->-1*(d2x309)+1*(d2x311)+1*(d2x386), d3x811->-1*(d2x309)+1*(d2x312)+1*(d2x387)+1*(d2x539), d3x812->1*(d2x310)+-1*(d2x311)+1*(d2x388)+-1*(d2x538)+1*(d2x540), d3x813->1*(d2x310)+-1*(d2x312)+1*(d2x389)+-1*(d2x538)+-1*(d2x541), d3x814->1*(d2x311)+-1*(d2x312)+1*(d2x390)+-1*(d2x540)+-1*(d2x541), d3x815->1*(d2x314)+-1*(d2x316)+1*(d2x388)+1*(d2x536)+1*(d2x542), d3x816->1*(d2x313)+-1*(d2x317)+1*(d2x388)+1*(d2x537)+-1*(d2x543), d3x817->1*(d2x314)+-1*(d2x318)+1*(d2x389)+1*(d2x537)+-1*(d2x544), d3x818->1*(d2x316)+-1*(d2x318)+1*(d2x390)+1*(d2x543)+-1*(d2x544), d3x819->1*(d2x320)+-1*(d2x322)+1*(d2x388)+-1*(d2x398)+1*(d2x545)+1*(d2x547), d3x820->1*(d2x319)+-1*(d2x323)+1*(d2x388)+-1*(d2x400)+1*(d2x546)+-1*(d2x548), d3x821->1*(d2x320)+-1*(d2x324)+1*(d2x389)+-1*(d2x406)+1*(d2x546)+-1*(d2x549), d3x822->1*(d2x322)+-1*(d2x324)+1*(d2x390)+-1*(d2x424)+1*(d2x548)+-1*(d2x549), d3x823->1*(d2x436)+-1*(d2x526)+-1*(d2x551), d3x824->1*(d2x439)+-1*(d2x526)+-1*(d2x550), d3x825->1*(d2x325)+-1*(d2x339)+1*(d2x442)+-1*(d2x527)+1*(d2x553), d3x826->1*(d2x325)+-1*(d2x341)+1*(d2x443)+-1*(d2x527)+-1*(d2x554), d3x827->1*(d2x326)+-1*(d2x344)+-1*(d2x393)+1*(d2x399)+1*(d2x445)+-1*(d2x528)+-1*(d2x552), d3x828->1*(d2x326)+-1*(d2x348)+-1*(d2x394)+1*(d2x405)+1*(d2x449)+-1*(d2x528)+1*(d2x555), d3x829->1*(d2x327)+-1*(d2x353)+-1*(d2x393)+1*(d2x399)+-1*(d2x456)+-1*(d2x529)+-1*(d2x556), d3x830->1*(d2x327)+-1*(d2x357)+-1*(d2x394)+1*(d2x405)+-1*(d2x459)+-1*(d2x529)+1*(d2x557), d3x831->-1*(d2x328)+1*(d2x460)+1*(d2x526)+-1*(d2x558), d3x832->-1*(d2x328)+1*(d2x463)+1*(d2x534)+-1*(d2x559), d3x833->1*(d2x329)+-1*(d2x358)+1*(d2x465)+-1*(d2x530)+1*(d2x550), d3x834->1*(d2x333)+-1*(d2x361)+1*(d2x468)+-1*(d2x530)+1*(d2x551), d3x835->1*(d2x334)+-1*(d2x362)+1*(d2x470)+-1*(d2x531)+1*(d2x551), d3x836->1*(d2x331)+-1*(d2x364)+1*(d2x398)+-1*(d2x400)+-1*(d2x532)+-1*(d2x552), d3x837->1*(d2x329)+-1*(d2x365)+1*(d2x471)+-1*(d2x533)+1*(d2x553), d3x838->1*(d2x329)+-1*(d2x366)+1*(d2x472)+-1*(d2x533)+-1*(d2x554), d3x839->1*(d2x330)+-1*(d2x367)+1*(d2x473)+-1*(d2x534)+-1*(d2x553), d3x840->-1*(d2x330)+1*(d2x474)+1*(d2x534)+-1*(d2x554), d3x841->1*(d2x331)+-1*(d2x368)+1*(d2x401)+-1*(d2x404)+-1*(d2x475)+-1*(d2x532)+-1*(d2x555), d3x842->1*(d2x332)+-1*(d2x370)+1*(d2x398)+-1*(d2x400)+1*(d2x478)+-1*(d2x535)+-1*(d2x556), d3x843->1*(d2x332)+-1*(d2x371)+1*(d2x401)+-1*(d2x404)+1*(d2x480)+-1*(d2x535)+-1*(d2x557), d3x844->1*(d2x333)+-1*(d2x373)+1*(d2x483)+-1*(d2x530)+-1*(d2x558), d3x845->1*(d2x334)+-1*(d2x376)+1*(d2x484)+-1*(d2x531)+-1*(d2x558), d3x846->1*(d2x333)+-1*(d2x377)+1*(d2x485)+-1*(d2x533)+-1*(d2x559), d3x847->-1*(d2x325)+1*(d2x337)+1*(d2x487)+1*(d2x560), d3x848->-1*(d2x328)+1*(d2x504)+-1*(d2x561), d3x849->-1*(d2x330)+1*(d2x367)+1*(d2x512)+-1*(d2x560), d3x850->-1*(d2x334)+1*(d2x378)+1*(d2x525)+1*(d2x561), d3x851->1*(d2x335)+-1*(d2x343)+-1*(d2x397)+1*(d2x411)+-1*(d2x530)+1*(d2x536)+1*(d2x562), d3x852->1*(d2x335)+-1*(d2x346)+-1*(d2x401)+1*(d2x412)+-1*(d2x533)+1*(d2x537)+-1*(d2x563), d3x853->1*(d2x336)+-1*(d2x347)+-1*(d2x404)+1*(d2x412)+-1*(d2x535)+1*(d2x536)+-1*(d2x564), d3x854->1*(d2x337)+-1*(d2x339)+1*(d2x536)+-1*(d2x538)+1*(d2x565), d3x855->1*(d2x337)+-1*(d2x341)+1*(d2x537)+-1*(d2x538)+-1*(d2x566), d3x856->-1*(d2x338)+-1*(d2x567), d3x857->-1*(d2x338), d3x858->-1*(d2x567), d3x859->-1*(d2x338)+1*(d2x567), d3x860->-1*(d2x540)+1*(d2x542)+1*(d2x565), d3x861->1*(d2x339)+-1*(d2x341)+-1*(d2x540)+1*(d2x543)+-1*(d2x566), d3x862->-1*(d2x340)+-1*(d2x541)+1*(d2x544)+1*(d2x566), d3x863->-1*(d2x417)+1*(d2x420)+-1*(d2x542)+1*(d2x551)+-1*(d2x562), d3x864->1*(d2x343)+-1*(d2x346)+1*(d2x418)+-1*(d2x421)+1*(d2x543)+-1*(d2x553)+-1*(d2x563), d3x865->1*(d2x344)+-1*(d2x348)+-1*(d2x418)+1*(d2x423)+-1*(d2x542)+1*(d2x556)+1*(d2x564), d3x866->-1*(d2x345)+-1*(d2x419)+1*(d2x425)+-1*(d2x544)+1*(d2x559)+-1*(d2x563), d3x867->1*(d2x349)+-1*(d2x352)+-1*(d2x397)+1*(d2x411)+1*(d2x545)+1*(d2x568)+1*(d2x575), d3x868->1*(d2x349)+-1*(d2x355)+-1*(d2x401)+1*(d2x412)+1*(d2x546)+-1*(d2x569)+1*(d2x578), d3x869->1*(d2x350)+-1*(d2x356)+-1*(d2x404)+1*(d2x412)+1*(d2x545)+-1*(d2x570)+1*(d2x579), d3x870->1*(d2x417)+-1*(d2x420)+1*(d2x547)+1*(d2x568)+1*(d2x591), d3x871->1*(d2x352)+-1*(d2x355)+1*(d2x418)+-1*(d2x421)+1*(d2x548)+-1*(d2x569)+1*(d2x593), d3x872->1*(d2x353)+-1*(d2x357)+-1*(d2x418)+1*(d2x423)+-1*(d2x547)+1*(d2x570)+-1*(d2x594), d3x873->-1*(d2x354)+1*(d2x419)+-1*(d2x425)+1*(d2x549)+1*(d2x569)+1*(d2x595), d3x874->1*(d2x550)+-1*(d2x551)+1*(d2x604), d3x875->1*(d2x358)+-1*(d2x366)+-1*(d2x553)+-1*(d2x554)+1*(d2x606), d3x876->1*(d2x359)+-1*(d2x369)+-1*(d2x421)+1*(d2x423)+1*(d2x552)+1*(d2x555)+1*(d2x607), d3x877->1*(d2x360)+-1*(d2x372)+-1*(d2x421)+1*(d2x423)+1*(d2x556)+1*(d2x557)+-1*(d2x610), d3x878->1*(d2x361)+-1*(d2x373)+-1*(d2x550)+-1*(d2x558)+1*(d2x612), d3x879->1*(d2x362)+-1*(d2x376)+-1*(d2x551)+-1*(d2x558)+1*(d2x613), d3x880->1*(d2x361)+-1*(d2x377)+-1*(d2x553)+-1*(d2x559)+1*(d2x614), d3x881->-1*(d2x363)+1*(d2x554)+-1*(d2x559)+1*(d2x615), d3x882->-1*(d2x358)+1*(d2x365)+1*(d2x616), d3x883->-1*(d2x362)+1*(d2x378)+1*(d2x624), d3x884->1*(d2x364)+-1*(d2x368)+-1*(d2x422)+1*(d2x428)+-1*(d2x562)+-1*(d2x564)+-1*(d2x627), d3x885->1*(d2x365)+-1*(d2x366)+-1*(d2x565)+-1*(d2x566)+1*(d2x628), d3x886->-1*(d2x565)+-1*(d2x567)+1*(d2x629), d3x887->-1*(d2x367)+-1*(d2x566)+1*(d2x567)+1*(d2x630), d3x888->1*(d2x370)+-1*(d2x371)+-1*(d2x422)+1*(d2x428)+-1*(d2x568)+-1*(d2x570)+1*(d2x638), d3x889->-1*(d2x373)+1*(d2x377)+-1*(d2x560)+1*(d2x649), d3x890->-1*(d2x376)+1*(d2x378)+-1*(d2x561)+1*(d2x650), d3x891->-1*(d2x255)+-1*(d2x391)+1*(d2x571)+-1*(d2x576), d3x892->-1*(d2x256)+-1*(d2x392)+1*(d2x571)+1*(d2x575), d3x893->-1*(d2x267)+-1*(d2x380)+1*(d2x384)+-1*(d2x402)+1*(d2x572)+-1*(d2x577), d3x894->-1*(d2x279)+1*(d2x380)+-1*(d2x384)+-1*(d2x409)+-1*(d2x573)+1*(d2x578), d3x895->-1*(d2x285)+-1*(d2x415)+-1*(d2x574)+1*(d2x580), d3x896->-1*(d2x286)+-1*(d2x417)+-1*(d2x574)+-1*(d2x579), d3x897->-1*(d2x292)+-1*(d2x420)+-1*(d2x575)+-1*(d2x576), d3x898->-1*(d2x306)+-1*(d2x429)+1*(d2x579)+1*(d2x580), d3x899->1*(d2x342)+-1*(d2x379)+1*(d2x408)+1*(d2x581)+-1*(d2x583), d3x900->1*(d2x351)+-1*(d2x381)+1*(d2x413)+-1*(d2x582)+1*(d2x584), d3x901->1*(d2x385)+-1*(d2x386)+1*(d2x388)+-1*(d2x586)+1*(d2x587), d3x902->1*(d2x385)+-1*(d2x387)+1*(d2x389)+-1*(d2x586)+-1*(d2x588), d3x903->1*(d2x386)+-1*(d2x387)+1*(d2x390)+-1*(d2x587)+-1*(d2x588), d3x904->1*(d2x388)+1*(d2x389)+-1*(d2x390)+1*(d2x585)+1*(d2x589), d3x905->1*(d2x391)+1*(d2x435)+-1*(d2x571)+-1*(d2x591), d3x906->1*(d2x391)+1*(d2x438)+-1*(d2x572)+1*(d2x592), d3x907->1*(d2x392)+1*(d2x441)+-1*(d2x572)+-1*(d2x590), d3x908->1*(d2x392)+-1*(d2x402)+-1*(d2x409)+-1*(d2x448)+-1*(d2x573)+1*(d2x593), d3x909->1*(d2x393)+1*(d2x394)+-1*(d2x418)+1*(d2x455)+1*(d2x574)+1*(d2x594), d3x910->-1*(d2x395)+1*(d2x396)+1*(d2x461)+-1*(d2x573)+-1*(d2x595), d3x911->1*(d2x397)+1*(d2x401)+-1*(d2x421)+1*(d2x467)+1*(d2x577)+1*(d2x590), d3x912->1*(d2x398)+1*(d2x404)+-1*(d2x422)+-1*(d2x468)+1*(d2x575)+1*(d2x591), d3x913->1*(d2x399)+1*(d2x405)+-1*(d2x423)+1*(d2x469)+1*(d2x576)+1*(d2x591), d3x914->1*(d2x398)+1*(d2x406)+-1*(d2x424)+1*(d2x577)+1*(d2x592), d3x915->1*(d2x397)+1*(d2x400)+-1*(d2x426)+-1*(d2x471)+1*(d2x578)+-1*(d2x593), d3x916->1*(d2x400)+1*(d2x401)+-1*(d2x428)+-1*(d2x478)+1*(d2x579)+1*(d2x594), d3x917->1*(d2x402)+1*(d2x403)+-1*(d2x430)+1*(d2x482)+-1*(d2x580)+-1*(d2x594), d3x918->1*(d2x404)+1*(d2x406)+-1*(d2x431)+-1*(d2x485)+1*(d2x578)+-1*(d2x595), d3x919->-1*(d2x391)+-1*(d2x488)+1*(d2x581)+-1*(d2x596), d3x920->-1*(d2x393)+1*(d2x407)+1*(d2x411)+1*(d2x495)+-1*(d2x582)+-1*(d2x597), d3x921->-1*(d2x394)+1*(d2x407)+1*(d2x412)+1*(d2x496)+-1*(d2x582)+1*(d2x598), d3x922->-1*(d2x395)+1*(d2x408)+1*(d2x505)+-1*(d2x581)+-1*(d2x599), d3x923->-1*(d2x399)+1*(d2x410)+1*(d2x427)+1*(d2x515)+-1*(d2x583)+-1*(d2x596), d3x924->-1*(d2x402)+-1*(d2x409)+1*(d2x429)+-1*(d2x521)+1*(d2x584)+-1*(d2x597), d3x925->-1*(d2x403)+1*(d2x409)+1*(d2x430)+1*(d2x522)+-1*(d2x584)+-1*(d2x598), d3x926->-1*(d2x405)+1*(d2x410)+1*(d2x432)+1*(d2x524)+-1*(d2x583)+1*(d2x599), d3x927->1*(d2x411)+1*(d2x412)+-1*(d2x418)+1*(d2x577)+1*(d2x585)+1*(d2x600), d3x928->-1*(d2x415)+-2*(d2x585)+1*(d2x601), d3x929->1*(d2x413)+-1*(d2x414)+2*(d2x586)+-1*(d2x602), d3x930->1*(d2x415)+2*(d2x587)+-1*(d2x602), d3x931->-1*(d2x414)+1*(d2x416)+2*(d2x588)+1*(d2x602), d3x932->1*(d2x415)+2*(d2x589)+-1*(d2x601), d3x933->1*(d2x417)+1*(d2x589)+1*(d2x592)+1*(d2x600), d3x934->1*(d2x420)+1*(d2x590)+1*(d2x592)+1*(d2x605), d3x935->1*(d2x422)+1*(d2x424)+-1*(d2x431)+1*(d2x593)+-1*(d2x595)+-1*(d2x614), d3x936->-1*(d2x421)+1*(d2x426)+1*(d2x428)+1*(d2x597)+1*(d2x598)+1*(d2x619), d3x937->-1*(d2x423)+1*(d2x427)+1*(d2x432)+1*(d2x596)+1*(d2x599)+1*(d2x623), d3x938->1*(d2x429)+-1*(d2x600)+-1*(d2x601)+1*(d2x646), d3x939->1*(d2x433)+-1*(d2x440)+1*(d2x603), d3x940->-1*(d2x433)+1*(d2x436)+-1*(d2x604), d3x941->1*(d2x434)+1*(d2x435)+1*(d2x438)+1*(d2x605), d3x942->-1*(d2x436)+1*(d2x439)+-1*(d2x604), d3x943->1*(d2x436)+-1*(d2x440)+1*(d2x605), d3x944->1*(d2x437)+1*(d2x438)+1*(d2x441)+-1*(d2x605), d3x945->1*(d2x439)+-1*(d2x440)+-1*(d2x603), d3x946->1*(d2x433)+1*(d2x442)+1*(d2x443)+-1*(d2x493)+-1*(d2x606), d3x947->1*(d2x434)+-1*(d2x442)+-1*(d2x444)+-1*(d2x445)+-1*(d2x456)+-1*(d2x499)+-1*(d2x607), d3x948->1*(d2x434)+-1*(d2x443)+-1*(d2x444)+-1*(d2x449)+-1*(d2x459)+-1*(d2x503)+1*(d2x608), d3x949->1*(d2x439)+-1*(d2x447)+-1*(d2x473)+-1*(d2x512)+1*(d2x606), d3x950->1*(d2x440)+1*(d2x445)+1*(d2x446)+1*(d2x449)+-1*(d2x479)+-1*(d2x518)+1*(d2x607), d3x951->1*(d2x440)+-1*(d2x447)+-1*(d2x481)+-1*(d2x520)+1*(d2x608), d3x952->1*(d2x441)+-1*(d2x448)+1*(d2x450)+-1*(d2x482)+-1*(d2x522)+1*(d2x607), d3x953->-1*(d2x437)+1*(d2x444)+-1*(d2x451)+1*(d2x452)+-1*(d2x529)+-1*(d2x609), d3x954->1*(d2x442)+1*(d2x443)+1*(d2x453)+-1*(d2x543)+1*(d2x610), d3x955->-1*(d2x453)+1*(d2x454)+1*(d2x462)+-1*(d2x547)+-1*(d2x611), d3x956->1*(d2x445)+1*(d2x449)+1*(d2x454)+-1*(d2x455)+1*(d2x469)+-1*(d2x556)+-1*(d2x609), d3x957->1*(d2x445)+1*(d2x450)+1*(d2x456)+-1*(d2x457)+1*(d2x470)+-1*(d2x557)+-1*(d2x609), d3x958->1*(d2x446)+1*(d2x447)+-1*(d2x456)+1*(d2x459)+-1*(d2x479)+-1*(d2x563)+1*(d2x610), d3x959->1*(d2x449)+1*(d2x450)+-1*(d2x457)+1*(d2x459)+1*(d2x484)+-1*(d2x570)+1*(d2x611), d3x960->-1*(d2x436)+1*(d2x453)+-1*(d2x460)+-1*(d2x574)+-1*(d2x613), d3x961->-1*(d2x439)+1*(d2x454)+-1*(d2x460)+-1*(d2x576)+-1*(d2x612), d3x962->1*(d2x448)+1*(d2x452)+1*(d2x458)+-1*(d2x461)+-1*(d2x583)+1*(d2x614), d3x963->-1*(d2x454)+-1*(d2x462)+1*(d2x466)+-1*(d2x591)+-1*(d2x612), d3x964->-1*(d2x455)+-1*(d2x456)+1*(d2x459)+-1*(d2x462)+1*(d2x469)+-1*(d2x594)+-1*(d2x613), d3x965->1*(d2x454)+-1*(d2x463)+-1*(d2x473)+-1*(d2x596)+1*(d2x614), d3x966->1*(d2x457)+1*(d2x458)+-1*(d2x464)+1*(d2x476)+-1*(d2x599)+-1*(d2x614), d3x967->-1*(d2x447)+-1*(d2x460)+1*(d2x463)+-1*(d2x615), d3x968->-1*(d2x462)+-1*(d2x463)+1*(d2x474)+-1*(d2x615), d3x969->1*(d2x465)+1*(d2x467)+1*(d2x472)+1*(d2x603)+-1*(d2x606), d3x970->1*(d2x465)+1*(d2x468)+1*(d2x483)+1*(d2x604)+-1*(d2x612), d3x971->1*(d2x466)+1*(d2x470)+1*(d2x484)+1*(d2x604)+-1*(d2x613), d3x972->1*(d2x467)+1*(d2x468)+1*(d2x485)+1*(d2x605)+-1*(d2x614), d3x973->1*(d2x465)+1*(d2x471)+1*(d2x472)+-1*(d2x606)+-1*(d2x616), d3x974->1*(d2x466)+-1*(d2x473)+-1*(d2x474)+-1*(d2x606)+-1*(d2x618), d3x975->1*(d2x467)+-1*(d2x471)+-1*(d2x475)+1*(d2x478)+-1*(d2x607)+-1*(d2x619), d3x976->1*(d2x467)+1*(d2x472)+1*(d2x480)+-1*(d2x608)+-1*(d2x620), d3x977->1*(d2x468)+1*(d2x475)+-1*(d2x477)+-1*(d2x478)+-1*(d2x609)+-1*(d2x627), d3x978->1*(d2x471)+1*(d2x472)+1*(d2x480)+1*(d2x610)+-1*(d2x628), d3x979->1*(d2x473)+1*(d2x474)+-1*(d2x481)+-1*(d2x610)+-1*(d2x630), d3x980->-1*(d2x477)+-1*(d2x480)+-1*(d2x483)+-1*(d2x611)+-1*(d2x631), d3x981->1*(d2x465)+1*(d2x477)+1*(d2x483)+-1*(d2x612)+-1*(d2x635), d3x982->1*(d2x468)+1*(d2x480)+1*(d2x483)+-1*(d2x613)+-1*(d2x638), d3x983->1*(d2x470)+1*(d2x481)+1*(d2x484)+-1*(d2x613)+-1*(d2x639), d3x984->1*(d2x471)+1*(d2x477)+1*(d2x485)+-1*(d2x614)+-1*(d2x641), d3x985->1*(d2x472)+1*(d2x483)+1*(d2x485)+-1*(d2x615)+-1*(d2x649), d3x986->-1*(d2x433)+1*(d2x486)+-1*(d2x616), d3x987->-1*(d2x436)+1*(d2x486)+-1*(d2x617), d3x988->-1*(d2x435)+-1*(d2x487)+-1*(d2x488)+-1*(d2x618), d3x989->-1*(d2x437)+-1*(d2x489)+1*(d2x490)+-1*(d2x492)+1*(d2x617), d3x990->-1*(d2x436)+-1*(d2x489)+1*(d2x491)+1*(d2x493)+-1*(d2x618), d3x991->-1*(d2x437)+1*(d2x490)+-1*(d2x491)+-1*(d2x494)+1*(d2x618), d3x992->-1*(d2x439)+-1*(d2x492)+1*(d2x493)+1*(d2x494)+1*(d2x616), d3x993->-1*(d2x446)+-1*(d2x486)+-1*(d2x495)+-1*(d2x496)+1*(d2x532)+-1*(d2x619), d3x994->-1*(d2x442)+1*(d2x487)+-1*(d2x497)+1*(d2x536)+-1*(d2x620), d3x995->-1*(d2x443)+1*(d2x487)+-1*(d2x497)+1*(d2x537)+1*(d2x621), d3x996->-1*(d2x448)+1*(d2x492)+1*(d2x499)+1*(d2x500)+1*(d2x510)+1*(d2x555)+1*(d2x619), d3x997->-1*(d2x446)+-1*(d2x493)+-1*(d2x498)+-1*(d2x502)+-1*(d2x517)+1*(d2x562)+-1*(d2x620), d3x998->-1*(d2x447)+1*(d2x493)+-1*(d2x499)+1*(d2x503)+-1*(d2x518)+1*(d2x563)+1*(d2x621), d3x999->-1*(d2x448)+1*(d2x494)+1*(d2x500)+1*(d2x503)+1*(d2x519)+1*(d2x564)+1*(d2x620), d3x1000->-1*(d2x455)+1*(d2x495)+1*(d2x496)+1*(d2x504)+1*(d2x577)+-1*(d2x622), d3x1001->-1*(d2x451)+1*(d2x488)+1*(d2x497)+1*(d2x505)+1*(d2x582)+-1*(d2x623), d3x1002->-1*(d2x453)+1*(d2x585)+-1*(d2x624), d3x1003->-1*(d2x456)+-1*(d2x498)+-1*(d2x499)+1*(d2x506)+1*(d2x509)+1*(d2x590)+1*(d2x622), d3x1004->-1*(d2x455)+1*(d2x501)+1*(d2x502)+1*(d2x507)+-1*(d2x513)+1*(d2x597)+-1*(d2x623), d3x1005->-1*(d2x456)+-1*(d2x501)+-1*(d2x503)+1*(d2x508)+1*(d2x514)+1*(d2x598)+1*(d2x623), d3x1006->-1*(d2x459)+-1*(d2x502)+-1*(d2x503)+1*(d2x506)+1*(d2x523)+1*(d2x600)+-1*(d2x624), d3x1007->-1*(d2x460)+-1*(d2x486)+1*(d2x504)+-1*(d2x625), d3x1008->-1*(d2x462)+1*(d2x506)+-1*(d2x507)+-1*(d2x508)+1*(d2x511)+-1*(d2x625), d3x1009->-1*(d2x466)+-1*(d2x616)+1*(d2x617), d3x1010->-1*(d2x469)+1*(d2x511)+-1*(d2x513)+1*(d2x514)+1*(d2x523)+-1*(d2x617)+1*(d2x622), d3x1011->-1*(d2x469)+1*(d2x512)+1*(d2x515)+1*(d2x524)+-1*(d2x618)+1*(d2x623), d3x1012->-1*(d2x470)+-1*(d2x516)+1*(d2x525)+-1*(d2x617)+1*(d2x624), d3x1013->-1*(d2x473)+-1*(d2x510)+-1*(d2x511)+1*(d2x518)+1*(d2x519)+-1*(d2x619)+1*(d2x626), d3x1014->-1*(d2x473)+-1*(d2x512)+1*(d2x520)+-1*(d2x620)+1*(d2x629), d3x1015->-1*(d2x474)+1*(d2x512)+-1*(d2x520)+-1*(d2x621)+1*(d2x630), d3x1016->-1*(d2x476)+1*(d2x516)+1*(d2x521)+1*(d2x522)+-1*(d2x619)+1*(d2x634), d3x1017->-1*(d2x479)+-1*(d2x509)+-1*(d2x517)+-1*(d2x518)+-1*(d2x523)+-1*(d2x622)+1*(d2x636), d3x1018->-1*(d2x479)+-1*(d2x515)+-1*(d2x520)+-1*(d2x524)+-1*(d2x623)+1*(d2x642), d3x1019->-1*(d2x481)+-1*(d2x624)+1*(d2x644), d3x1020->-1*(d2x482)+-1*(d2x521)+-1*(d2x522)+-1*(d2x525)+-1*(d2x622)+1*(d2x646), d3x1021->-1*(d2x484)+-1*(d2x516)+1*(d2x525)+1*(d2x625)+1*(d2x650), d3x1022->1*(d2x444)+-1*(d2x490)+-1*(d2x527)+-1*(d2x528)+-1*(d2x529)+1*(d2x626), d3x1023->1*(d2x457)+-1*(d2x500)+1*(d2x528)+1*(d2x529)+1*(d2x531)+1*(d2x627), d3x1024->1*(d2x475)+-1*(d2x513)+1*(d2x532)+1*(d2x533)+1*(d2x535)+-1*(d2x626), d3x1025->1*(d2x477)+-1*(d2x517)+-1*(d2x530)+-1*(d2x532)+-1*(d2x535)+-1*(d2x627), d3x1026->1*(d2x486)+-1*(d2x493)+1*(d2x536)+1*(d2x537)+-1*(d2x628), d3x1027->1*(d2x488)+-1*(d2x489)+-1*(d2x536)+-1*(d2x538)+1*(d2x629), d3x1028->1*(d2x488)+-1*(d2x491)+-1*(d2x537)+-1*(d2x538)+-1*(d2x630), d3x1029->-1*(d2x540)+-1*(d2x542)+1*(d2x629), d3x1030->1*(d2x489)+-1*(d2x491)+-1*(d2x540)+-1*(d2x543)+-1*(d2x630), d3x1031->-1*(d2x490)+-1*(d2x541)+-1*(d2x544)+1*(d2x630), d3x1032->1*(d2x492)+-1*(d2x494)+-1*(d2x542)+-1*(d2x543)+1*(d2x628), d3x1033->1*(d2x495)+-1*(d2x498)+1*(d2x530)+1*(d2x536)+1*(d2x545)+1*(d2x575)+1*(d2x631), d3x1034->1*(d2x495)+-1*(d2x501)+1*(d2x533)+1*(d2x537)+1*(d2x546)+1*(d2x578)+-1*(d2x632), d3x1035->1*(d2x496)+-1*(d2x502)+1*(d2x535)+1*(d2x537)+1*(d2x545)+1*(d2x579)+-1*(d2x633), d3x1036->1*(d2x542)+1*(d2x547)+1*(d2x551)+1*(d2x591)+1*(d2x631), d3x1037->1*(d2x498)+-1*(d2x501)+1*(d2x543)+1*(d2x548)+1*(d2x553)+1*(d2x593)+-1*(d2x632), d3x1038->1*(d2x499)+-1*(d2x503)+-1*(d2x543)+-1*(d2x547)+-1*(d2x556)+-1*(d2x594)+1*(d2x633), d3x1039->-1*(d2x500)+1*(d2x544)+1*(d2x549)+1*(d2x559)+1*(d2x595)+1*(d2x632), d3x1040->1*(d2x504)+-1*(d2x507)+1*(d2x532)+1*(d2x545)+1*(d2x546)+-1*(d2x634), d3x1041->1*(d2x506)+-1*(d2x508)+-1*(d2x547)+-1*(d2x548)+-1*(d2x552)+1*(d2x634), d3x1042->1*(d2x509)+-1*(d2x514)+1*(d2x552)+1*(d2x553)+1*(d2x556)+1*(d2x607)+-1*(d2x626), d3x1043->1*(d2x509)+-1*(d2x515)+-1*(d2x554)+-1*(d2x555)+1*(d2x557)+1*(d2x608)+-1*(d2x626), d3x1044->1*(d2x510)+-1*(d2x519)+-1*(d2x551)+-1*(d2x552)+-1*(d2x556)+1*(d2x609)+-1*(d2x627), d3x1045->1*(d2x510)+-1*(d2x521)+1*(d2x555)+-1*(d2x557)+1*(d2x558)+1*(d2x611)+-1*(d2x627), d3x1046->1*(d2x511)+-1*(d2x512)+-1*(d2x555)+-1*(d2x563)+1*(d2x564)+-1*(d2x626)+1*(d2x628), d3x1047->1*(d2x562)+1*(d2x565)+1*(d2x568)+-1*(d2x629)+1*(d2x631), d3x1048->-1*(d2x513)+1*(d2x563)+1*(d2x566)+1*(d2x569)+-1*(d2x630)+1*(d2x632), d3x1049->1*(d2x514)+-1*(d2x515)+-1*(d2x564)+-1*(d2x566)+1*(d2x570)+-1*(d2x629)+1*(d2x633), d3x1050->-1*(d2x550)+-1*(d2x562)+-1*(d2x568)+-1*(d2x631)+1*(d2x635), d3x1051->-1*(d2x517)+-1*(d2x554)+-1*(d2x563)+-1*(d2x569)+-1*(d2x632)+1*(d2x637), d3x1052->1*(d2x518)+-1*(d2x520)+-1*(d2x557)+-1*(d2x563)+1*(d2x570)+1*(d2x633)+-1*(d2x639), d3x1053->1*(d2x519)+-1*(d2x521)+1*(d2x558)+1*(d2x564)+-1*(d2x570)+-1*(d2x631)+1*(d2x640), d3x1054->1*(d2x523)+-1*(d2x524)+-1*(d2x555)+-1*(d2x569)+1*(d2x570)+1*(d2x634)+1*(d2x648), d3x1055->1*(d2x433)+-1*(d2x526)+-1*(d2x635), d3x1056->1*(d2x440)+-1*(d2x526)+-1*(d2x636), d3x1057->1*(d2x447)+-1*(d2x526)+1*(d2x534)+-1*(d2x637), d3x1058->-1*(d2x453)+-1*(d2x540)+1*(d2x639), d3x1059->-1*(d2x454)+-1*(d2x542)+-1*(d2x574)+1*(d2x576)+-1*(d2x638), d3x1060->1*(d2x462)+-1*(d2x547)+-1*(d2x574)+1*(d2x576)+-1*(d2x640), d3x1061->-1*(d2x465)+-1*(d2x550)+1*(d2x635), d3x1062->-1*(d2x466)+-1*(d2x551)+1*(d2x635), d3x1063->-1*(d2x467)+-1*(d2x530)+1*(d2x533)+-1*(d2x553)+1*(d2x636), d3x1064->-1*(d2x472)+1*(d2x530)+-1*(d2x533)+-1*(d2x560)+-1*(d2x637), d3x1065->1*(d2x477)+-1*(d2x562)+1*(d2x575)+-1*(d2x579)+-1*(d2x638), d3x1066->-1*(d2x480)+-1*(d2x565)+1*(d2x639), d3x1067->1*(d2x481)+-1*(d2x567)+-1*(d2x639), d3x1068->-1*(d2x483)+-1*(d2x568)+1*(d2x575)+-1*(d2x579)+-1*(d2x640), d3x1069->1*(d2x486)+-1*(d2x526)+-1*(d2x641), d3x1070->1*(d2x497)+-1*(d2x527)+1*(d2x538)+1*(d2x642), d3x1071->1*(d2x516)+-1*(d2x531)+1*(d2x561)+1*(d2x641), d3x1072->1*(d2x520)+-1*(d2x534)+1*(d2x567)+-1*(d2x642), d3x1073->1*(d2x536)+1*(d2x537)+-1*(d2x543)+1*(d2x585)+1*(d2x643), d3x1074->-1*(d2x540)+-1*(d2x585)+1*(d2x644), d3x1075->1*(d2x538)+-1*(d2x539)+1*(d2x586)+-1*(d2x645), d3x1076->1*(d2x540)+1*(d2x587)+-1*(d2x645), d3x1077->-1*(d2x539)+1*(d2x541)+1*(d2x588)+1*(d2x645), d3x1078->1*(d2x540)+1*(d2x589)+-1*(d2x644), d3x1079->1*(d2x542)+1*(d2x589)+1*(d2x643), d3x1080->1*(d2x545)+1*(d2x546)+-1*(d2x548)+-1*(d2x577)+1*(d2x585)+1*(d2x646), d3x1081->1*(d2x547)+1*(d2x589)+-1*(d2x592)+1*(d2x646), d3x1082->1*(d2x550)+1*(d2x603)+-1*(d2x636), d3x1083->1*(d2x551)+1*(d2x604)+-1*(d2x635), d3x1084->1*(d2x551)+1*(d2x605)+-1*(d2x636), d3x1085->1*(d2x550)+-1*(d2x553)+-1*(d2x560)+-1*(d2x606)+-1*(d2x637), d3x1086->1*(d2x552)+1*(d2x555)+-1*(d2x564)+-1*(d2x591)+1*(d2x594)+-1*(d2x609)+1*(d2x638), d3x1087->1*(d2x553)+1*(d2x554)+-1*(d2x566)+1*(d2x610)+-1*(d2x639), d3x1088->1*(d2x556)+1*(d2x557)+-1*(d2x570)+-1*(d2x591)+1*(d2x594)+1*(d2x613)+1*(d2x640), d3x1089->-1*(d2x558)+1*(d2x559)+1*(d2x615)+-1*(d2x637), d3x1090->-1*(d2x551)+-1*(d2x617)+1*(d2x641), d3x1091->-1*(d2x553)+-1*(d2x560)+1*(d2x565)+-1*(d2x620)+1*(d2x642), d3x1092->-1*(d2x554)+1*(d2x560)+1*(d2x566)+1*(d2x621)+-1*(d2x642), d3x1093->-1*(d2x558)+1*(d2x561)+1*(d2x625)+-1*(d2x641), d3x1094->1*(d2x562)+-1*(d2x590)+1*(d2x600)+-1*(d2x636)+1*(d2x643), d3x1095->1*(d2x565)+1*(d2x643)+-1*(d2x644), d3x1096->-1*(d2x567), d3x1097->-1*(d2x567), d3x1098->1*(d2x568)+-1*(d2x590)+1*(d2x600)+1*(d2x646)+1*(d2x647), d3x1099->-1*(d2x434)+1*(d2x571)+-1*(d2x572)+1*(d2x647), d3x1100->-1*(d2x450)+1*(d2x572)+-1*(d2x573)+-1*(d2x580)+-1*(d2x584)+1*(d2x648), d3x1101->-1*(d2x467)+1*(d2x575)+1*(d2x577)+1*(d2x578)+-1*(d2x593)+1*(d2x647), d3x1102->1*(d2x475)+1*(d2x577)+1*(d2x578)+1*(d2x579)+-1*(d2x597)+-1*(d2x648), d3x1103->1*(d2x487)+-1*(d2x571)+1*(d2x581)+-1*(d2x649), d3x1104->-1*(d2x504)+-1*(d2x574)+1*(d2x585)+-1*(d2x650), d3x1105->-1*(d2x512)+-1*(d2x576)+1*(d2x596)+-1*(d2x649), d3x1106->1*(d2x525)+-1*(d2x580)+1*(d2x601)+-1*(d2x650), d3x1107->-1*(d2x585)+-1*(d2x587)+1*(d2x651), d3x1108->1*(d2x587)+1*(d2x589)+-1*(d2x651), d3x1109->1*(d2x591)+1*(d2x592)+-1*(d2x605)+1*(d2x647), d3x1110->1*(d2x590)+-1*(d2x593)+-1*(d2x594)+-1*(d2x598)+-1*(d2x607)+1*(d2x648), d3x1111->-1*(d2x591)+-1*(d2x596)+1*(d2x618)+-1*(d2x649), d3x1112->-1*(d2x594)+-1*(d2x597)+-1*(d2x598)+1*(d2x600)+1*(d2x622)+-1*(d2x650), d3x1113->1*(d2x601)+-1*(d2x602)+2*(d2x651), d3x1114->1*(d2x603)+1*(d2x604)+1*(d2x605), d3x1115->1*(d2x603)+-1*(d2x606)+1*(d2x608)+-1*(d2x610)+-1*(d2x621), d3x1116->1*(d2x607)+1*(d2x608)+1*(d2x609)+1*(d2x610)+1*(d2x611)+1*(d2x613)+-1*(d2x633), d3x1117->-1*(d2x604)+1*(d2x611)+1*(d2x612)+-1*(d2x613)+-1*(d2x640), d3x1118->1*(d2x606)+1*(d2x612)+1*(d2x614)+-1*(d2x615)+-1*(d2x649), d3x1119->-1*(d2x604)+-1*(d2x616)+-1*(d2x617), d3x1120->-1*(d2x606)+1*(d2x616)+1*(d2x620)+1*(d2x621)+1*(d2x628), d3x1121->-1*(d2x610)+-1*(d2x620)+-1*(d2x621)+-1*(d2x624)+1*(d2x643), d3x1122->-1*(d2x613)+1*(d2x617)+1*(d2x624)+1*(d2x625)+1*(d2x650), d3x1123->1*(d2x617)+-1*(d2x618)+-1*(d2x628)+-1*(d2x629)+-1*(d2x630), d3x1124->1*(d2x619)+-1*(d2x620)+1*(d2x627)+1*(d2x628)+-1*(d2x631)+-1*(d2x633)+1*(d2x638), d3x1125->1*(d2x622)+-1*(d2x623)+1*(d2x626)+-1*(d2x632)+1*(d2x633)+1*(d2x634)+1*(d2x648), d3x1126->-1*(d2x611)+-1*(d2x629)+1*(d2x638)+1*(d2x639)+1*(d2x640), d3x1127->-1*(d2x612)+-1*(d2x631)+-1*(d2x635)+-1*(d2x638)+-1*(d2x640), d3x1128->1*(d2x629)+-1*(d2x643)+-1*(d2x644), d3x1129->1*(d2x631)+1*(d2x636)+1*(d2x643)+1*(d2x646)+1*(d2x647), d3x1130->-1*(d2x603)+1*(d2x635)+-1*(d2x636), d3x1131->-1*(d2x608)+1*(d2x636)+-1*(d2x637)+-1*(d2x639)+-1*(d2x642), d3x1132->1*(d2x616)+-1*(d2x635)+1*(d2x641), d3x1133->1*(d2x624)+-1*(d2x639)+1*(d2x644), d3x1134->1*(d2x644)+-1*(d2x645)+1*(d2x651)>; K:=ChainComplex([*f3,f2*],0); Output: Magma V2.11-6 Wed Oct 6 2004 17:51:49 on modular [Seed = 857086699] ------------------------------------- >> K:=ChainComplex([*f3,f2*],0);; ^ User error: Identifier 'ChainComplex' has not been declared or assigned Total time: 4.400 seconds, Total memory usage: 71.77MB '205.250' ************** MAGMA ***************** Host 205.250.127.221 (205.250.127.221) Time: Wed Oct 6 21:36:56 2004 Input: P := PolynomialRing(RationalField(), 9, "grevlex"); schwarz9 := ideal< P | x5^2+2*x6*x4+2*x7*x3+2*x8*x2+2*x1*x9+x9, 2*x4*x5+2*x6*x3+2*x7*x2+2*x8*x1+x9^2+x8, x4^2+2*x3*x5+2*x6*x2+2*x1*x7+2*x8*x9+x7, 2*x3*x4+2*x2*x5+2*x1*x6+x8^2+2*x7*x9+x6, x3^2+2*x2*x4+2*x1*x5+2*x7*x8+2*x6*x9+x5, 2*x2*x3+2*x1*x4+x7^2+2*x8*x6+2*x5*x9+x4, x2^2+2*x1*x3+2*x6*x7+2*x8*x5+2*x4*x9+x3, 2*x1*x2+x6^2+2*x7*x5+2*x8*x4+2*x3*x9+x2, x1^2+2*x5*x6+2*x7*x4+2*x8*x3+2*x2*x9+x1 >; time PrimaryDecomposition(schwarz9); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Wed Oct 6 2004 21:36:13 on modular [Seed = 1783609035] ------------------------------------- Errors: /bin/sh: line 1: 27974 Killed nice -n 19 /usr/local/bin/magma '139.168' ************** MAGMA ***************** Host 139.168.67.137 (139.168.67.137) Time: Thu Oct 7 02:03:23 2004 Input: pi := Pi( RealField(20) ) ; Fixed := func< real, places | RealField(places) ! 10 ^ -places * Round( real * 10 ^ places ) > ; mPolarVector := func< length, direction: precision := 10 | [ Fixed( length * Cos( direction ) , precision ), Fixed( length * Sin( direction ) , precision ) ] > ; mSeqSum := func< a_seq, b_seq | [ a_seq[i] + b_seq[i] : i in [1..#a_seq] ] > ; mPolarEdge := func< begin_point, length, direction | [ begin_point, mSeqSum( begin_point, mPolarVector( length, direction ) ) ] > ; mBranch := func< degree, radius, begin_point, length, direction, scale | Append( radius gt 1 select &cat[ $$( degree, radius - 1, polar_edge[2], length * scale, direction + pi * ( 2 * sub_branch / degree - 1 ), scale ) : sub_branch in [1..degree-1] ] else [] , polar_edge ) where polar_edge is mPolarEdge( begin_point, length, direction ) > ; mTree := func< degree, radius: scale := 0.5, centre := [0,0] | &cat[ mBranch( degree, radius, centre, 1, 2 * pi * ( branch / degree ), scale ) : branch in [0..degree-1] ] > ; Output: Magma V2.11-6 Thu Oct 7 2004 02:03:21 on modular [Seed = 3888282337] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '139.168' ************** MAGMA ***************** Host 139.168.67.137 (139.168.67.137) Time: Thu Oct 7 02:04:23 2004 Input: pi := Pi( RealField(20) ) ; Fixed := func< real, places | RealField(places) ! 10 ^ -places * Round( real * 10 ^ places ) > ; mPolarVector := func< length, direction: precision := 10 | [ Fixed( length * Cos( direction ) , precision ), Fixed( length * Sin( direction ) , precision ) ] > ; mSeqSum := func< a_seq, b_seq | [ a_seq[i] + b_seq[i] : i in [1..#a_seq] ] > ; mPolarEdge := func< begin_point, length, direction | [ begin_point, mSeqSum( begin_point, mPolarVector( length, direction ) ) ] > ; mBranch := func< degree, radius, begin_point, length, direction, scale | Append( radius gt 1 select &cat[ $$( degree, radius - 1, polar_edge[2], length * scale, direction + pi * ( 2 * sub_branch / degree - 1 ), scale ) : sub_branch in [1..degree-1] ] else [] , polar_edge ) where polar_edge is mPolarEdge( begin_point, length, direction ) > ; mTree := func< degree, radius: scale := 0.5, centre := [0,0] | &cat[ mBranch( degree, radius, centre, 1, 2 * pi * ( branch / degree ), scale ) : branch in [0..degree-1] ] > ; mTree(3,3); Output: Magma V2.11-6 Thu Oct 7 2004 02:04:23 on modular [Seed = 3804725162] ------------------------------------- [ [ [ 1.25, -0.4330127019 ], [ 1.125, -0.6495190528 ] ], [ [ 1.25, -0.4330127019 ], [ 1.5, -0.4330127019 ] ], [ [ 1, 0 ], [ 1.25, -0.4330127019 ] ], [ [ 1.25, 0.4330127019 ], [ 1.5, 0.4330127019 ] ], [ [ 1.25, 0.4330127019 ], [ 1.125, 0.6495190528 ] ], [ [ 1, 0 ], [ 1.25, 0.4330127019 ] ], [ [ 0, 0 ], [ 1, 0 ] ], [ [ -0.25, 1.2990381 ], [ 0, 1.2990381 ] ], [ [ -0.25, 1.2990381 ], [ -0.375, 1.51554445 ] ], [ [ -0.5, 0.8660254038 ], [ -0.25, 1.2990381 ] ], [ [ -1, 0.8660254038 ], [ -1.125, 1.08253175 ] ], [ [ -1, 0.8660254038 ], [ -1.125, 0.6495190529 ] ], [ [ -0.5, 0.8660254038 ], [ -1, 0.8660254038 ] ], [ [ 0, 0 ], [ -0.5, 0.8660254038 ] ], [ [ -1, -0.8660254038 ], [ -1.125, -0.6495190529 ] ], [ [ -1, -0.8660254038 ], [ -1.125, -1.08253175 ] ], [ [ -0.5, -0.8660254038 ], [ -1, -0.8660254038 ] ], [ [ -0.25, -1.2990381 ], [ -0.375, -1.51554445 ] ], [ [ -0.25, -1.2990381 ], [ 0, -1.2990381 ] ], [ [ -0.5, -0.8660254038 ], [ -0.25, -1.2990381 ] ], [ [ 0, 0 ], [ -0.5, -0.8660254038 ] ] ] Total time: 0.190 seconds, Total memory usage: 3.50MB '139.168' ************** MAGMA ***************** Host 139.168.67.137 (139.168.67.137) Time: Thu Oct 7 02:08:16 2004 Input: pi := Pi( RealField(20) ) ; Fixed := func< real, places | RealField(places) ! 10 ^ -places * Round( real * 10 ^ places ) > ; mPolarVector := func< length, direction: precision := 10 | [ Fixed( length * Cos( direction ) , precision ), Fixed( length * Sin( direction ) , precision ) ] > ; mSeqSum := func< a_seq, b_seq | [ a_seq[i] + b_seq[i] : i in [1..#a_seq] ] > ; mPolarEdge := func< begin_point, length, direction | [ begin_point, mSeqSum( begin_point, mPolarVector( length, direction ) ) ] > ; mBranch := func< degree, radius, begin_point, length, direction, scale | Append( radius gt 1 select &cat[ $$( degree, radius - 1, polar_edge[2], length * scale, direction + pi * ( 2 * sub_branch / degree - 1 ), scale ) : sub_branch in [1..degree-1] ] else [] , polar_edge ) where polar_edge is mPolarEdge( begin_point, length, direction ) > ; mTree := func< degree, radius: scale := 0.5, centre := [0,0] | &cat[ mBranch( degree, radius, centre, 1, 2 * pi * ( branch / degree ), scale ) : branch in [0..degree-1] ] > ; mToPicTeX := func< mEdgeSeq: precision := 5 | &cat[ "plot " cat &cat[ Sprint( Fixed( coordinate, precision ) ) cat " " : coordinate in &cat edge ] cat "/n" : edge in mEdgeSeq ] > ; mToPicTeX(mTree(4,1)); Output: Magma V2.11-6 Thu Oct 7 2004 02:08:15 on modular [Seed = 4208944794] ------------------------------------- plot 0 0 1 0 /nplot 0 0 0 1 /nplot 0 0 -1 0 /nplot 0 0 0 -1 /n Total time: 0.190 seconds, Total memory usage: 3.50MB '139.168' ************** MAGMA ***************** Host 139.168.67.137 (139.168.67.137) Time: Thu Oct 7 02:09:27 2004 Input: pi := Pi( RealField(20) ) ; Fixed := func< real, places | RealField(places) ! 10 ^ -places * Round( real * 10 ^ places ) > ; mPolarVector := func< length, direction: precision := 10 | [ Fixed( length * Cos( direction ) , precision ), Fixed( length * Sin( direction ) , precision ) ] > ; mSeqSum := func< a_seq, b_seq | [ a_seq[i] + b_seq[i] : i in [1..#a_seq] ] > ; mPolarEdge := func< begin_point, length, direction | [ begin_point, mSeqSum( begin_point, mPolarVector( length, direction ) ) ] > ; mBranch := func< degree, radius, begin_point, length, direction, scale | Append( radius gt 1 select &cat[ $$( degree, radius - 1, polar_edge[2], length * scale, direction + pi * ( 2 * sub_branch / degree - 1 ), scale ) : sub_branch in [1..degree-1] ] else [] , polar_edge ) where polar_edge is mPolarEdge( begin_point, length, direction ) > ; mTree := func< degree, radius: scale := 0.5, centre := [0,0] | &cat[ mBranch( degree, radius, centre, 1, 2 * pi * ( branch / degree ), scale ) : branch in [0..degree-1] ] > ; mToPicTeX := func< mEdgeSeq: precision := 5 | &cat[ "plot " cat &cat[ Sprint( Fixed( coordinate, precision ) ) cat " " : coordinate in &cat edge ] cat "/n" : edge in mEdgeSeq ] > ; mToPicTeX(mTree(4,2)); Output: Magma V2.11-6 Thu Oct 7 2004 02:09:26 on modular [Seed = 4124076364] ------------------------------------- plot 1 0 1 -0.5 /nplot 1 0 1.5 0 /nplot 1 0 1 0.5 /nplot 0 0 1 0 /nplot 0 1 0.5 1 /nplot 0 1 0 1.5 /nplot 0 1 -0.5 1 /nplot 0 0 0 1 /nplot -1 0 -1 0.5 /nplot -1 0 -1.5 0 /nplot -1 0 -1 -0.5 /nplot 0 0 -1 0 /nplot 0 -1 -0.5 -1 /nplot 0 -1 0 -1.5 /nplot 0 -1 0.5 -1 /nplot 0 0 0 -1 /n Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Oct 7 03:30:41 2004 Input: NextPrime(Random(10^30))*NextPrime(Random(10^30)); Output: Magma V2.11-6 Thu Oct 7 2004 03:30:41 on modular [Seed = 355509402] ------------------------------------- 79774816515495646264823642636140735211355118402407599853403 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Oct 7 03:33:59 2004 Input: SetVerbose("MPQS",true); Factorization(79774816515495646264823642636140735211355118402407599853403); Output: ** WARNING: Computation time exceeded 20 seconds, so computation was terminated after 20 seconds. ** Magma V2.11-6 Thu Oct 7 2004 03:33:16 on modular [Seed = 1850465916] ------------------------------------- MPQS: 79774816515495646264823642636140735211355118402407599853403 (59d) 3186 factor base elements created in 0.017 seconds master completed initialization for /tmp/mqs28480: multiplier=67 sievelength=218624, sievesize=437248 one large prime will be used initialized global data in 0.000 seconds master ready to sieve master made own task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 1 total 100 fulls, 3117 more fulls+cycles needed 502 relations: 100 fulls, 402 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 6 new, 7 total 200 fulls, 7 cycles, rate 0.013, need 3011 more fulls+cycles another 2851 fulls and 12405 partials and double partials should suffice 1070 relations: 200 fulls, 870 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 12 new, 19 total 300 fulls, 19 cycles, rate 0.031, need 2899 more fulls+cycles another 2567 fulls and 10793 partials and double partials should suffice 1561 relations: 300 fulls, 1261 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 19 new, 38 total 400 fulls, 38 cycles, rate 0.046, need 2780 more fulls+cycles another 2330 fulls and 9755 partials and double partials should suffice 2074 relations: 400 fulls, 1674 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 29 new, 67 total 502 fulls, 67 cycles, rate 0.068, need 2649 more fulls+cycles another 2061 fulls and 8625 partials and double partials should suffice 2602 relations: 502 fulls, 2100 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 30 new, 97 total 602 fulls, 97 cycles, rate 0.061, need 2519 more fulls+cycles another 1992 fulls and 8565 partials and double partials should suffice 3190 relations: 602 fulls, 2588 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 28 new, 125 total 702 fulls, 125 cycles, rate 0.062, need 2391 more fulls+cycles another 1885 fulls and 8164 partials and double partials should suffice 3742 relations: 702 fulls, 3040 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 37 new, 162 total 802 fulls, 162 cycles, rate 0.102, need 2254 more fulls+cycles another 1573 fulls and 6676 partials and double partials should suffice 4205 relations: 802 fulls, 3403 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 42 new, 204 total 902 fulls, 204 cycles, rate 0.100, need 2112 more fulls+cycles another 1481 fulls and 6275 partials and double partials should suffice 4723 relations: 902 fulls, 3821 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 69 new, 273 total 1002 fulls, 273 cycles, rate 0.131, need 1943 more fulls+cycles another 1237 fulls and 5367 partials and double partials should suffice 5348 relations: 1002 fulls, 4346 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 interrupt sieving: collect, count, try to factor if appropriate cycles: 60 new, 333 total 1102 fulls, 333 cycles, rate 0.146, need 1783 more fulls+cycles another 1094 fulls and 4726 partials and double partials should suffice 5860 relations: 1102 fulls, 4758 partials, 0 double partials initialized global data in 0.000 seconds master ready to resume sieving with task 0 Errors: /bin/sh: line 1: 28480 Killed nice -n 19 /usr/local/bin/magma '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Oct 7 03:36:01 2004 Input: NextPrime(Random(10^35))*NextPrime(Random(10^35)); Output: Magma V2.11-6 Thu Oct 7 2004 03:36:01 on modular [Seed = 1766644134] ------------------------------------- 275580047868175870266721276610131109286767746648587447637173690858101 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Oct 7 03:49:29 2004 Input: NextPrime(Random(10^37))*NextPrime(Random(10^37)); Output: Magma V2.11-6 Thu Oct 7 2004 03:49:29 on modular [Seed = 3130986141] ------------------------------------- 1187873839458726925011263301662540925731220395111785382951850189655491631 Total time: 0.190 seconds, Total memory usage: 3.50MB '24.35.8' ************** MAGMA ***************** Host 24.35.89.83 (24.35.89.83) Time: Thu Oct 7 03:50:23 2004 Input: NextPrime(Random(10^38))*NextPrime(Random(10^38)); Output: Magma V2.11-6 Thu Oct 7 2004 03:50:22 on modular [Seed = 3029401764] ------------------------------------- 391542279580193724402402704626531136879143554775318317385697720013082796113 Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:12:36 2004 Input: a:=1; Output: Magma V2.11-6 Thu Oct 7 2004 06:12:35 on modular [Seed = 355549877] ------------------------------------- Total time: 0.210 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:14:55 2004 Input: a:=1; for x := 1 to 54 do b:= MOD(x,55) print(b) endfor Output: Magma V2.11-6 Thu Oct 7 2004 06:14:53 on modular [Seed = 490294067] ------------------------------------- >> print(b) ^ User error: bad syntax >> endfor; ^ User error: Identifier 'endfor' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:15:14 2004 Input: a:=1; for x := 1 to 54 do b:= MOD(x,55); print b endfor Output: Magma V2.11-6 Thu Oct 7 2004 06:15:14 on modular [Seed = 2381313] ------------------------------------- >> endfor; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:15:20 2004 Input: a:=1; for x := 1 to 54 do b:= MOD(x,55); print b; endfor Output: Magma V2.11-6 Thu Oct 7 2004 06:15:19 on modular [Seed = 187653391] ------------------------------------- User error: syntax error at end of input Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:15:31 2004 Input: a:=1; for x := 1 to 54 do b:= MOD(x,55); print( b); endfor; Output: Magma V2.11-6 Thu Oct 7 2004 06:15:30 on modular [Seed = 237656191] ------------------------------------- User error: syntax error at end of input Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:16:08 2004 Input: a:=1; for x := 1 to 54 do b:= MOD(x,55); print( b); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:16:08 on modular [Seed = 1884562987] ------------------------------------- >> b:= MOD(x,55); ^ User error: Identifier 'MOD' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:19:16 2004 Input: a:=1; for x := 1 to 54 do c=x^2; mod(c,55); print(x, c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:19:16 on modular [Seed = 1615083895] ------------------------------------- >> mod(c,55); ^ User error: bad syntax >> print(x, c); ^ User error: Identifier 'x' has not been declared or assigned >> end for;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:19:32 2004 Input: a:=1; for x := 1 to 54 do c=x^2; mod(c,55); print(c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:19:32 on modular [Seed = 1800352364] ------------------------------------- >> mod(c,55); ^ User error: bad syntax >> print(c); ^ User error: Identifier 'c' has not been declared or assigned >> end for;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:19:40 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; mod(c,55); print(c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:19:39 on modular [Seed = 1850357606] ------------------------------------- >> mod(c,55); ^ User error: bad syntax >> print(c); ^ User error: Identifier 'c' has not been declared or assigned >> end for;; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:20:21 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; c mod 55; print(c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:20:21 on modular [Seed = 1366624263] ------------------------------------- 1 1 4 4 9 9 16 16 25 25 36 36 49 49 9 64 26 81 45 100 11 121 34 144 4 169 31 196 5 225 36 256 14 289 49 324 31 361 15 400 1 441 44 484 34 529 26 576 20 625 16 676 14 729 14 784 16 841 20 900 26 961 34 1024 44 1089 1 1156 15 1225 31 1296 49 1369 14 1444 36 1521 5 1600 31 1681 4 1764 34 1849 11 1936 45 2025 26 2116 9 2209 49 2304 36 2401 25 2500 16 2601 9 2704 4 2809 1 2916 Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:20:34 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; c mod 55; print(x,c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:20:33 on modular [Seed = 1535050265] ------------------------------------- 1 >> print(x,c); ^ Runtime error in elt< ... >: No permutation group context in which to create cycle Total time: 0.200 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:20:41 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; c mod 55; print(x c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:20:41 on modular [Seed = 1585055508] ------------------------------------- >> print(x c); ^ User error: bad syntax >> end for;; ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:21:12 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; c mod 55; print(x); print(c); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:21:12 on modular [Seed = 1265570528] ------------------------------------- 1 1 1 4 2 4 9 3 9 16 4 16 25 5 25 36 6 36 49 7 49 9 8 64 26 9 81 45 10 100 11 11 121 34 12 144 4 13 169 31 14 196 5 15 225 36 16 256 14 17 289 49 18 324 31 19 361 15 20 400 1 21 441 44 22 484 34 23 529 26 24 576 20 25 625 16 26 676 14 27 729 14 28 784 16 29 841 20 30 900 26 31 961 34 32 1024 44 33 1089 1 34 1156 15 35 1225 31 36 1296 49 37 1369 14 38 1444 36 39 1521 5 40 1600 31 41 1681 4 42 1764 34 43 1849 11 44 1936 45 45 2025 26 46 2116 9 47 2209 49 48 2304 36 49 2401 25 50 2500 16 51 2601 9 52 2704 4 53 2809 1 54 2916 Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:22:06 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; print(c); d:=c mod 55; print(d); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:22:06 on modular [Seed = 1315575731] ------------------------------------- 1 1 4 4 9 9 16 16 25 25 36 36 49 49 64 9 81 26 100 45 121 11 144 34 169 4 196 31 225 5 256 36 289 14 324 49 361 31 400 15 441 1 484 44 529 34 576 26 625 20 676 16 729 14 784 14 841 16 900 20 961 26 1024 34 1089 44 1156 1 1225 15 1296 31 1369 49 1444 14 1521 36 1600 5 1681 31 1764 4 1849 34 1936 11 2025 45 2116 26 2209 9 2304 49 2401 36 2500 25 2601 16 2704 9 2809 4 2916 1 Total time: 0.190 seconds, Total memory usage: 3.50MB '61.9.13' ************** MAGMA ***************** Host 61.9.136.222 (61.9.136.222) Time: Thu Oct 7 06:22:52 2004 Input: a:=1; for x := 1 to 54 do c:=x^2; print(x); d:=c mod 55; print(d); end for; Output: Magma V2.11-6 Thu Oct 7 2004 06:22:52 on modular [Seed = 2979391614] ------------------------------------- 1 1 2 4 3 9 4 16 5 25 6 36 7 49 8 9 9 26 10 45 11 11 12 34 13 4 14 31 15 5 16 36 17 14 18 49 19 31 20 15 21 1 22 44 23 34 24 26 25 20 26 16 27 14 28 14 29 16 30 20 31 26 32 34 33 44 34 1 35 15 36 31 37 49 38 14 39 36 40 5 41 31 42 4 43 34 44 11 45 45 46 26 47 9 48 49 49 36 50 25 51 16 52 9 53 4 54 1 Total time: 0.200 seconds, Total memory usage: 3.50MB '222.3.1' ************** MAGMA ***************** Host 222.3.11.16 (222.3.11.16) Time: Thu Oct 7 08:22:56 2004 Input: a:=2; b:=1; M:=KMatrixSpace(GF(11),8,16); aa:=M![ 1,0,0,0,0,0,0,0, 3*a, -4*b, -4*b, 3*a, 4*b, 3*a, 4*b, 3*a, 0,1,0,0,0,0,0,0,-4*b, 3*a, 3*a, -4*b, 3*a, 4*b, 3*a, 4*b, 0,0,1,0,0,0,0,0, 4*b, -3*a, 3*a, -4*b, 4*b, 3*a, -4*b, -3*a, 0,0,0,1,0,0,0,0,-3*a, 4*b, -4*b, 3*a, 3*a, 4*b, -3*a, -4*b, 0,0,0,0,1,0,0,0,-4*b, -3*a, -4*b, -3*a, 3*a, -4*b, -4*b, 3*a, 0,0,0,0,0,1,0,0,-3*a, -4*b, -3*a, -4*b, -4*b, 3*a, 3*a, -4*b, 0,0,0,0,0,0,1,0,-4*b, -3*a, 4*b, 3*a, 4*b, -3*a, 3*a, -4*b, 0,0,0,0,0,0,0,1,-3*a, -4*b, 3*a, 4*b, -3*a, 4*b, -4*b, 3*a ]; A:=LinearCode(aa); IsSelfDual(A); MinimumWeight(A); Output: Magma V2.11-6 Thu Oct 7 2004 08:22:53 on modular [Seed = 1041910293] ------------------------------------- true 8 Total time: 0.290 seconds, Total memory usage: 3.56MB '222.3.1' ************** MAGMA ***************** Host 222.3.11.16 (222.3.11.16) Time: Thu Oct 7 08:24:29 2004 Input: a:=2; b:=1; M:=KMatrixSpace(GF(11),8,16); aa:=M![ 1,0,0,0,0,0,0,0, 3*a, -4*b, -4*b, 3*a, 4*b, 3*a, 4*b, 3*a, 0,1,0,0,0,0,0,0,-4*b, 3*a, 3*a, -4*b, 3*a, 4*b, 3*a, 4*b, 0,0,1,0,0,0,0,0, 4*b, -3*a, 3*a, -4*b, 4*b, 3*a, -4*b, -3*a, 0,0,0,1,0,0,0,0,-3*a, 4*b, -4*b, 3*a, 3*a, 4*b, -3*a, -4*b, 0,0,0,0,1,0,0,0,-4*b, -3*a, -4*b, -3*a, 3*a, -4*b, -4*b, 3*a, 0,0,0,0,0,1,0,0,-3*a, -4*b, -3*a, -4*b, -4*b, 3*a, 3*a, -4*b, 0,0,0,0,0,0,1,0,-4*b, -3*a, 4*b, 3*a, 4*b, -3*a, 3*a, -4*b, 0,0,0,0,0,0,0,1,-3*a, -4*b, 3*a, 4*b, -3*a, 4*b, -4*b, 3*a ]; A:=LinearCode(aa); IsSelfDual(A); MinimumWeight(A); WeightDistribution(A); Output: Magma V2.11-6 Thu Oct 7 2004 08:24:26 on modular [Seed = 637686377] ------------------------------------- true 8 [ <0, 1>, <8, 7200>, <9, 56800>, <10, 361760>, <11, 2042880>, <12, 8512000>, <13, 26084800>, <14, 56011200>, <15, 74629760>, <16, 46652480> ] Total time: 1.219 seconds, Total memory usage: 3.56MB '217.10.' ************** MAGMA ***************** Host 217.10.246.156 (217.10.246.156) Time: Thu Oct 7 08:57:39 2004 Input: tinit := Cputime(); for i in [1..100] do q := Factorial(1000 + i)/Factorial(900 + i); end for; print "A = ", Cputime(tinit); delete q; Output: WARNING: MAGMA command contains unsafe command 'put', so it will not be executed. '151.36.' ************** MAGMA ***************** Host 151.36.177.27 (151.36.177.27) Time: Thu Oct 7 10:37:26 2004 Input: eulerphi(100) Output: Magma V2.11-6 Thu Oct 7 2004 10:37:25 on modular [Seed = 3956276859] ------------------------------------- >> eulerphi(100); ^ User error: Identifier 'eulerphi' has not been declared or assigned Total time: 0.210 seconds, Total memory usage: 3.50MB '137.222' ************** MAGMA ***************** Host 137.222.103.215 (137.222.103.215) Time: Thu Oct 7 14:16:18 2004 Input: factor(12) Output: Magma V2.11-6 Thu Oct 7 2004 14:16:18 on modular [Seed = 890369008] ------------------------------------- >> factor(12); ^ User error: Identifier 'factor' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '200.69.' ************** MAGMA ***************** Host 200.69.53.234 (200.69.53.234) Time: Thu Oct 7 17:01:31 2004 Input: I ws wsbknk fk zobnsnk ox vk zkbon csx xywlbo i oc exk vsxok swkqsxkbsk de psqebk Output: Magma V2.11-6 Thu Oct 7 2004 17:01:31 on modular [Seed = 2309842452] ------------------------------------- >> I ws wsbknk fk zobnsnk ox vk zkbon csx xywlbo ^ User error: bad syntax >> i oc exk vsxok swkqsxkbsk de psqebk ; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:23:08 2004 Input: A := Matrix(2,2,[1,2,3,4]); S,X,Y = SmithForm(A); X*A*Y; Output: Magma V2.11-6 Thu Oct 7 2004 17:23:07 on modular [Seed = 3989380960] ------------------------------------- >> S,X,Y = SmithForm(A); ^ User error: Identifier 'S' has not been declared or assigned >> X*A*Y;; ^ User error: Identifier 'X' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:23:41 2004 Input: A := Matrix(2,2,[1,2,3,4]); S = SmithForm(A); S; Output: Magma V2.11-6 Thu Oct 7 2004 17:23:41 on modular [Seed = 3606193213] ------------------------------------- >> S = SmithForm(A); ^ User error: Identifier 'S' has not been declared or assigned >> S;; ^ User error: Identifier 'S' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:26:35 2004 Input: A := Matrix(2,2,[1,2,3,4]); S,X,Y := SmithForm(A); X*A*Y; // Smith Form S Output: Magma V2.11-6 Thu Oct 7 2004 17:26:35 on modular [Seed = 3471457139] ------------------------------------- [1 0] [0 2] Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:26:56 2004 Input: A := Matrix(3,3,[1,2,3,4,5,6,7,8,9]); S,X,Y := SmithForm(A); X*A*Y; // Smith Form S Output: Magma V2.11-6 Thu Oct 7 2004 17:26:56 on modular [Seed = 3421453917] ------------------------------------- [1 0 0] [0 3 0] [0 0 0] Total time: 0.190 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:48:47 2004 Input: A := Mat([[4,5,6], [3,1,2], [7,8,9]); S := SmithForm(A); S; Output: Magma V2.11-6 Thu Oct 7 2004 17:48:46 on modular [Seed = 637722273] ------------------------------------- >> A := Mat([[4,5,6], [3,1,2], [7,8,9]); ^ User error: bad syntax >> S := SmithForm(A); ^ User error: Identifier 'A' has not been declared or assigned >> S;; ^ User error: Identifier 'S' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:48:58 2004 Input: A := Mat([[4,5,6], [3,1,2], [7,8,9]]); S := SmithForm(A); S; Output: Magma V2.11-6 Thu Oct 7 2004 17:48:58 on modular [Seed = 490333678] ------------------------------------- >> A := Mat([[4,5,6], [3,1,2], [7,8,9]]); ^ User error: Identifier 'Mat' has not been declared or assigned >> S := SmithForm(A); ^ User error: Identifier 'A' has not been declared or assigned >> S;; ^ User error: Identifier 'S' has not been declared or assigned Total time: 0.180 seconds, Total memory usage: 3.50MB '134.39.' ************** MAGMA ***************** Host 134.39.2.33 (134.39.2.33) Time: Thu Oct 7 17:49:40 2004 Input: A := Matrix(3,3,[4,5,6,3,1,2,7,8,9]); S := SmithForm(A); S; Output: Magma V2.11-6 Thu Oct 7 2004 17:49:40 on modular [Seed = 271902941] ------------------------------------- [1 0 0] [0 1 0] [0 0 9] Total time: 0.180 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:50:25 2004 Input: #GOPlus(6,3); Output: Magma V2.11-6 Thu Oct 7 2004 21:50:15 on modular [Seed = 1615123215] ------------------------------------- 24261120 Total time: 0.190 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:50:48 2004 Input: Factorization(100000); Output: Magma V2.11-6 Thu Oct 7 2004 21:50:48 on modular [Seed = 1698813477] ------------------------------------- [ <2, 5>, <5, 5> ] Total time: 0.190 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:52:48 2004 Input: a:=PrimitiveElement(GF(25)); CharcteristicPolynomial(a); Output: Magma V2.11-6 Thu Oct 7 2004 21:52:48 on modular [Seed = 1551429524] ------------------------------------- >> CharcteristicPolynomial(a);; ^ User error: Identifier 'CharcteristicPolynomial' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:53:11 2004 Input: a:=PrimitiveElement(GF(25)); CharacteristicPolynomial(a); Output: Magma V2.11-6 Thu Oct 7 2004 21:53:11 on modular [Seed = 1400365420] ------------------------------------- $.1^2 + 4*$.1 + 2 Total time: 0.190 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:53:30 2004 Input: a:=PrimitiveElement(GF(25^2)); CharacteristicPolynomial(a); Output: Magma V2.11-6 Thu Oct 7 2004 21:53:29 on modular [Seed = 1265629546] ------------------------------------- $.1^4 + 4*$.1^2 + 4*$.1 + 2 Total time: 0.190 seconds, Total memory usage: 3.50MB '141.223' ************** MAGMA ***************** Host 141.223.66.12 (141.223.66.12) Time: Thu Oct 7 21:53:54 2004 Input: a:=PrimitiveElement(GF(11^2)); CharacteristicPolynomial(a); Output: Magma V2.11-6 Thu Oct 7 2004 21:53:54 on modular [Seed = 1080357450] ------------------------------------- $.1^2 + 7*$.1 + 2 Total time: 0.190 seconds, Total memory usage: 3.50MB '130.123' ************** MAGMA ***************** Host 130.123.128.114 (130.123.128.114) Time: Thu Oct 7 23:02:36 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; p:=161362916688885847263044877441415342126713555601; s:=7035543732639532; FindGroupOrder2(p,s); Output: Magma V2.11-6 Thu Oct 7 2004 23:02:32 on modular [Seed = 3989483421] ------------------------------------- [ <2, 2>, <3, 2>, <101, 1>, <353, 1>, <491, 1>, <120473, 1>, <2349569, 1>, <3386767, 1>, <3786259, 1>, <7753451, 1>, <9098191, 1> ] Total time: 2.020 seconds, Total memory usage: 5.95MB '67.11.2' ************** MAGMA ***************** Host 67.11.249.215 (67.11.249.215) Time: Thu Oct 7 23:51:49 2004 Input: 3227785^9640370 mod 31779547 Output: ** WARNING: Computation used more memory than allowed. ** Magma V2.11-6 Thu Oct 7 2004 23:51:46 on modular [Seed = 856980698] ------------------------------------- Current total memory usage: 94.8MB, failed memory request: 15.5MB System Error: User memory limit has been reached Total time: 1.449 seconds, Total memory usage: 99.39MB '66.190.' ************** MAGMA ***************** Host 66.190.53.65 (66.190.53.65) Time: Fri Oct 8 00:51:58 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Fri Oct 8 2004 00:51:58 on modular [Seed = 1584989067] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '193.190' ************** MAGMA ***************** Host 193.190.148.199 (193.190.148.199) Time: Fri Oct 8 03:58:11 2004 Input: x=a+b Output: Magma V2.11-6 Fri Oct 8 2004 03:58:07 on modular [Seed = 823539867] ------------------------------------- >> x=a+b; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.270 seconds, Total memory usage: 3.50MB '193.190' ************** MAGMA ***************** Host 193.190.148.199 (193.190.148.199) Time: Fri Oct 8 03:59:25 2004 Input: a=5 b=6 x= a^b Output: Magma V2.11-6 Fri Oct 8 2004 03:59:25 on modular [Seed = 722215628] ------------------------------------- >> b=6 ^ User error: bad syntax >> x= a^b; ^ User error: Identifier 'a' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '193.190' ************** MAGMA ***************** Host 193.190.148.199 (193.190.148.199) Time: Fri Oct 8 03:59:53 2004 Input: a=5 x= a^b Output: Magma V2.11-6 Fri Oct 8 2004 03:59:53 on modular [Seed = 738928111] ------------------------------------- >> x= a^b; ^ User error: bad syntax Total time: 0.190 seconds, Total memory usage: 3.50MB '193.190' ************** MAGMA ***************** Host 193.190.148.199 (193.190.148.199) Time: Fri Oct 8 04:00:12 2004 Input: a=5 a^b Output: Magma V2.11-6 Fri Oct 8 2004 04:00:11 on modular [Seed = 2119792207] ------------------------------------- >> a^b; ^ User error: bad syntax Total time: 0.200 seconds, Total memory usage: 3.50MB '193.190' ************** MAGMA ***************** Host 193.190.148.199 (193.190.148.199) Time: Fri Oct 8 04:00:26 2004 Input: a=5 a^b Output: Magma V2.11-6 Fri Oct 8 2004 04:00:25 on modular [Seed = 1934916432] ------------------------------------- >> a^b; ^ User error: bad syntax Total time: 0.180 seconds, Total memory usage: 3.50MB '195.221' ************** MAGMA ***************** Host 195.221.161.155 (195.221.161.155) Time: Fri Oct 8 09:29:05 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Fri Oct 8 2004 09:28:59 on modular [Seed = 2544910512] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.200 seconds, Total memory usage: 3.50MB '134.219' ************** MAGMA ***************** Host 134.219.148.42 (134.219.148.42) Time: Fri Oct 8 14:49:10 2004 Input: factor(40) Output: Magma V2.11-6 Fri Oct 8 2004 14:49:09 on modular [Seed = 923834193] ------------------------------------- >> factor(40); ^ User error: Identifier 'factor' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '141.84.' ************** MAGMA ***************** Host 141.84.69.18 (141.84.69.18) Time: Sat Oct 9 08:23:04 2004 Input: FindGroupOrder2 := function (p, s) K := GF(p); v := K ! (4*s); u := K ! (s^2-5); x := u^3; b := 4*x*v; a := (v-u)^3*(3*u+v); A := a/b-2; x := x/v^3; b := x^3 + A*x^2 + x; E := EllipticCurve([0,b*A,0,b^2,0]); return FactoredOrder(E); end function; FindGroupOrder2(33961207341909494975722524207839732407744380168756907,879193285); Output: Magma V2.11-6 Sat Oct 9 2004 08:22:58 on modular [Seed = 3471333291] ------------------------------------- [ <2, 3>, <3, 1>, <5, 3>, <43, 1>, <59, 1>, <61, 1>, <20323, 1>, <38977, 1>, <80491, 1>, <603833, 1>, <631399, 1>, <750151, 1>, <802811, 1>, <4996723, 1> ] Total time: 2.680 seconds, Total memory usage: 5.95MB '217.250' ************** MAGMA ***************** Host 217.250.187.65 (217.250.187.65) Time: Sat Oct 9 10:10:08 2004 Input: LatticDatabase(); E:=Lattice("E",8); D:=Lattice("D",8); AutE:=AutomorphismGroup(E); AutD:=AutomorphismGroup(D); for j:=1 to 8 do E ! Basis(D)[j]; end for; Stab1:=Stabilizer(AutE,RSpace(AutE) ! CoordinateVector(Basis(D)[1])); Stab2:=Stabilizer(Stab1,RSpace(AutE) ! CoordinateVector(Basis(D)[2])); Stab3:=Stabilizer(Stab2,RSpace(AutE) ! CoordinateVector(Basis(D)[3])); Stab4:=Stabilizer(Stab3,RSpace(AutE) ! CoordinateVector(Basis(D)[4])); Stab5:=Stabilizer(Stab4,RSpace(AutE) ! CoordinateVector(Basis(D)[5])); Stab6:=Stabilizer(Stab5,RSpace(AutE) ! CoordinateVector(Basis(D)[6])); Stab7:=Stabilizer(Stab6,RSpace(AutE) ! CoordinateVector(Basis(D)[7])); Stab8:=Stabilizer(Stab7,RSpace(AutE) ! CoordinateVector(Basis(D)[8])); Stab8; Output: Magma V2.11-6 Sat Oct 9 2004 10:10:06 on modular [Seed = 3147631554] ------------------------------------- >> LatticDatabase(); ^ User error: Identifier 'LatticDatabase' has not been declared or assigned (-1 -1 0 0 0 0 0 0) (-1 1 0 0 0 0 0 0) ( 0 -1 1 0 0 0 0 0) ( 0 0 -1 1 0 0 0 0) ( 0 0 0 -1 1 0 0 0) ( 0 0 0 0 -1 1 0 0) ( 0 0 0 0 0 -1 1 0) ( 0 0 0 0 0 0 -1 1) MatrixGroup(8, Integer Ring) of order 1 Total time: 0.340 seconds, Total memory usage: 3.86MB '217.250' ************** MAGMA ***************** Host 217.250.187.65 (217.250.187.65) Time: Sat Oct 9 10:10:40 2004 Input: LatticeDatabase(); E:=Lattice("E",8); D:=Lattice("D",8); AutE:=AutomorphismGroup(E); AutD:=AutomorphismGroup(D); for j:=1 to 8 do E ! Basis(D)[j]; end for; Stab1:=Stabilizer(AutE,RSpace(AutE) ! CoordinateVector(Basis(D)[1])); Stab2:=Stabilizer(Stab1,RSpace(AutE) ! CoordinateVector(Basis(D)[2])); Stab3:=Stabilizer(Stab2,RSpace(AutE) ! CoordinateVector(Basis(D)[3])); Stab4:=Stabilizer(Stab3,RSpace(AutE) ! CoordinateVector(Basis(D)[4])); Stab5:=Stabilizer(Stab4,RSpace(AutE) ! CoordinateVector(Basis(D)[5])); Stab6:=Stabilizer(Stab5,RSpace(AutE) ! CoordinateVector(Basis(D)[6])); Stab7:=Stabilizer(Stab6,RSpace(AutE) ! CoordinateVector(Basis(D)[7])); Stab8:=Stabilizer(Stab7,RSpace(AutE) ! CoordinateVector(Basis(D)[8])); Stab8; Output: Magma V2.11-6 Sat Oct 9 2004 10:10:39 on modular [Seed = 1197602654] ------------------------------------- Database of "interesting" lattices (-1 -1 0 0 0 0 0 0) (-1 1 0 0 0 0 0 0) ( 0 -1 1 0 0 0 0 0) ( 0 0 -1 1 0 0 0 0) ( 0 0 0 -1 1 0 0 0) ( 0 0 0 0 -1 1 0 0) ( 0 0 0 0 0 -1 1 0) ( 0 0 0 0 0 0 -1 1) MatrixGroup(8, Integer Ring) of order 1 Total time: 0.260 seconds, Total memory usage: 3.88MB '217.250' ************** MAGMA ***************** Host 217.250.187.65 (217.250.187.65) Time: Sat Oct 9 10:11:07 2004 Input: LatticeDatabase(); E:=Lattice("E",8); D:=Lattice("D",8); AutE:=AutomorphismGroup(E); AutD:=AutomorphismGroup(D); for j:=1 to 8 do E ! Basis(D)[j]; end for; Stab1:=Stabilizer(AutE,RSpace(AutE) ! CoordinateVector(Basis(D)[1])); Stab2:=Stabilizer(Stab1,RSpace(AutE) ! CoordinateVector(Basis(D)[2])); Stab3:=Stabilizer(Stab2,RSpace(AutE) ! CoordinateVector(Basis(D)[3])); Stab4:=Stabilizer(Stab3,RSpace(AutE) ! CoordinateVector(Basis(D)[4])); Stab5:=Stabilizer(Stab4,RSpace(AutE) ! CoordinateVector(Basis(D)[5])); Stab6:=Stabilizer(Stab5,RSpace(AutE) ! CoordinateVector(Basis(D)[6])); Stab7:=Stabilizer(Stab6,RSpace(AutE) ! CoordinateVector(Basis(D)[7])); Stab8:=Stabilizer(Stab7,RSpace(AutE) ! CoordinateVector(Basis(D)[8])); Stab8; Generators(Stab8); Output: Magma V2.11-6 Sat Oct 9 2004 10:11:07 on modular [Seed = 1080488061] ------------------------------------- Database of "interesting" lattices (-1 -1 0 0 0 0 0 0) (-1 1 0 0 0 0 0 0) ( 0 -1 1 0 0 0 0 0) ( 0 0 -1 1 0 0 0 0) ( 0 0 0 -1 1 0 0 0) ( 0 0 0 0 -1 1 0 0) ( 0 0 0 0 0 -1 1 0) ( 0 0 0 0 0 0 -1 1) MatrixGroup(8, Integer Ring) of order 1 {} Total time: 0.250 seconds, Total memory usage: 3.88MB '217.250' ************** MAGMA ***************** Host 217.250.187.65 (217.250.187.65) Time: Sat Oct 9 10:11:58 2004 Input: LatticeDatabase(); E:=Lattice("E",8); D:=Lattice("D",8); AutE:=AutomorphismGroup(E); AutD:=AutomorphismGroup(D); for j:=1 to 8 do E ! Basis(D)[j]; end for; Stab1:=Stabilizer(AutE,RSpace(AutE) ! CoordinateVector(Basis(D)[1])); Stab2:=Stabilizer(Stab1,RSpace(AutE) ! CoordinateVector(Basis(D)[2])); Stab3:=Stabilizer(Stab2,RSpace(AutE) ! CoordinateVector(Basis(D)[3])); Stab4:=Stabilizer(Stab3,RSpace(AutE) ! CoordinateVector(Basis(D)[4])); Stab5:=Stabilizer(Stab4,RSpace(AutE) ! CoordinateVector(Basis(D)[5])); Stab6:=Stabilizer(Stab5,RSpace(AutE) ! CoordinateVector(Basis(D)[6])); Stab7:=Stabilizer(Stab6,RSpace(AutE) ! CoordinateVector(Basis(D)[7])); Stab8:=Stabilizer(Stab7,RSpace(AutE) ! CoordinateVector(Basis(D)[8])); print("..."); Stab8; Generators(Stab8); Output: Magma V2.11-6 Sat Oct 9 2004 10:11:57 on modular [Seed = 1248656033] ------------------------------------- Database of "interesting" lattices (-1 -1 0 0 0 0 0 0) (-1 1 0 0 0 0 0 0) ( 0 -1 1 0 0 0 0 0) ( 0 0 -1 1 0 0 0 0) ( 0 0 0 -1 1 0 0 0) ( 0 0 0 0 -1 1 0 0) ( 0 0 0 0 0 -1 1 0) ( 0 0 0 0 0 0 -1 1) ... MatrixGroup(8, Integer Ring) of order 1 {} Total time: 0.260 seconds, Total memory usage: 3.88MB '69.212.' ************** MAGMA ***************** Host 69.212.109.2 (69.212.109.2) Time: Sun Oct 10 03:13:40 2004 Input: "Replace this by some code, then click [PARI] or [MAGMA]!" Output: Magma V2.11-6 Sun Oct 10 2004 03:13:40 on modular [Seed = 4158543800] ------------------------------------- Replace this by some code, then click [PARI] or [MAGMA]! Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:32:34 2004 Input: Rand(110); Output: Magma V2.11-6 Sun Oct 10 2004 09:32:33 on modular [Seed = 2743851850] ------------------------------------- >> Rand(110);; ^ User error: Identifier 'Rand' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:32:42 2004 Input: Random(110); Output: Magma V2.11-6 Sun Oct 10 2004 09:32:41 on modular [Seed = 3690177338] ------------------------------------- 85 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:06 2004 Input: Random(50); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:05 on modular [Seed = 3387011776] ------------------------------------- 50 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:13 2004 Input: Random(50); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:12 on modular [Seed = 3471226318] ------------------------------------- 32 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:20 2004 Input: Random(100); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:19 on modular [Seed = 4191257342] ------------------------------------- 98 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:25 2004 Input: Random(1000); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:25 on modular [Seed = 4275471811] ------------------------------------- 587 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:28 2004 Input: Random(1000); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:27 on modular [Seed = 4091250892] ------------------------------------- 968 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:31 2004 Input: Random(1000); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:31 on modular [Seed = 4005991901] ------------------------------------- 832 Total time: 0.190 seconds, Total memory usage: 3.50MB '210.56.' ************** MAGMA ***************** Host 210.56.72.141 (210.56.72.141) Time: Sun Oct 10 09:33:36 2004 Input: Random(1000000); Output: Magma V2.11-6 Sun Oct 10 2004 09:33:35 on modular [Seed = 3821770964] ------------------------------------- 110012 Total time: 0.190 seconds, Total memory usage: 3.50MB '222.9.7' ************** MAGMA ***************** Host 222.9.73.98 (222.9.73.98) Time: Sun Oct 10 11:07:37 2004 Input: F := FreeSemigroup(2); Output: Magma V2.11-6 Sun Oct 10 2004 11:07:31 on modular [Seed = 3337541611] ------------------------------------- Total time: 0.190 seconds, Total memory usage: 3.50MB '80.14.1' ************** MAGMA ***************** Host 80.14.119.222 (80.14.119.222) Time: Sun Oct 10 14:25:27 2004 Input: m;lmkmlkl Output: Magma V2.11-6 Sun Oct 10 2004 14:25:26 on modular [Seed = 2877527044] ------------------------------------- >> m;lmkmlkl; ^ User error: Identifier 'm' has not been declared or assigned >> m;lmkmlkl; ^ User error: Identifier 'lmkmlkl' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '128.243' ************** MAGMA ***************** Host 128.243.220.42 (128.243.220.42) Time: Mon Oct 11 06:32:05 2004 Input: "setting up the base field and ambient space"; Q:=Rationals(); QT:=FunctionField(Q); AQT:=AffineSpace(QT,2); "creating the conic"; C:=Curve(AQT,T*X^2+(T-1)*Y^2-T); CC:=ProjectiveClosure(C); "is it a conic?"; IsConic(CC); P:=CC![1,0]; Output: Magma V2.11-6 Mon Oct 11 2004 06:32:00 on modular [Seed = 3013120944] ------------------------------------- setting up the base field and ambient space creating the conic is it a conic? true Total time: 0.320 seconds, Total memory usage: 3.50MB '128.243' ************** MAGMA ***************** Host 128.243.220.42 (128.243.220.42) Time: Mon Oct 11 06:32:37 2004 Input: "setting up the base field and ambient space"; Q:=Rationals(); QT:=FunctionField(Q); AQT:=AffineSpace(QT,2); "creating the conic"; C:=Curve(AQT,T*X^2+(T-1)*Y^2-T); CC:=ProjectiveClosure(C); "is it a conic?"; IsConic(CC); P:=CC![1,0]; "asking for parametrization"; Parametrization(CC,P); Output: Magma V2.11-6 Mon Oct 11 2004 06:32:36 on modular [Seed = 3180764635] ------------------------------------- setting up the base field and ambient space creating the conic is it a conic? true asking for parametrization Magma: Internal error Please mail this entire run [**WITH THE FOLLOWING LINES**] to magma-bugs@maths.usyd.edu.au Version: 2.11-6 Link date: Fri Aug 27 08:22:35 PDT 2004 Machine type: x86_64-linux Initial seed: 3180764635 Time to this point: 0.2 Segmentation fault Total time: 0.200 seconds, Total memory usage: 3.56MB '128.243' ************** MAGMA ***************** Host 128.243.220.41 (128.243.220.41) Time: Mon Oct 11 06:39:40 2004 Input: Q:=Rationals(); QT:=FunctionField(Q); AQT:=AffineSpace(QT,2); C:=Curve(AQT,T*X^2+(T-1)*Y^2-T); CC:=ProjectiveClosure(C); P:=CC![1,0]; Parametrization(CC,P); Output: Magma V2.11-6 Mon Oct 11 2004 06:39:39 on modular [Seed = 3454463491] ------------------------------------- Magma: Internal error Please mail this entire run [**WITH THE FOLLOWING LINES**] to magma-bugs@maths.usyd.edu.au Version: 2.11-6 Link date: Fri Aug 27 08:22:35 PDT 2004 Machine type: x86_64-linux Initial seed: 3454463491 Time to this point: 0.2 Segmentation fault Total time: 0.200 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 16:49:12 2004 Input: R:=QuadraticField(29); Factor(2); Output: Magma V2.11-6 Mon Oct 11 2004 16:49:09 on modular [Seed = 2259498506] ------------------------------------- >> Factor(2);; ^ Runtime error in 'Factor': Bad argument types Argument types given: RngIntElt Total time: 0.310 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.115 (128.135.149.115) Time: Mon Oct 11 16:49:13 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])-(c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h[2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 16:49:13 on modular [Seed = 2645962013] ------------------------------------- 329378/135 Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.115 (128.135.149.115) Time: Mon Oct 11 16:50:30 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])-(c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,3]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h[2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 16:50:30 on modular [Seed = 2528978377] ------------------------------------- 696100/1617 Total time: 0.210 seconds, Total memory usage: 3.50MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 16:51:51 2004 Input: R:=QuadraticField(29); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 16:51:50 on modular [Seed = 2794263945] ------------------------------------- [ ] Total time: 0.210 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 16:52:09 2004 Input: R:=QuadraticField(29); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 16:52:09 on modular [Seed = 3013083267] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 16:52:24 2004 Input: R:=QuadraticField(37); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 16:52:24 on modular [Seed = 3063743863] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 16:52:37 2004 Input: R:=QuadraticField(41); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 16:52:36 on modular [Seed = 1281884048] ------------------------------------- [ 1, 1/2*(s + 1) ] [ , ] Total time: 0.210 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:07:31 2004 Input: R:=QuadraticField(37); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:07:31 on modular [Seed = 537630587] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.210 seconds, Total memory usage: 3.56MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:08:12 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:08:11 on modular [Seed = 957517386] ------------------------------------- 329378/135 Total time: 0.210 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:08:37 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &(+T)/24; Output: Magma V2.11-6 Mon Oct 11 2004 17:08:36 on modular [Seed = 874480424] ------------------------------------- >> &(+T)/24; ^ User error: Bad reduction operator Total time: 0.210 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:08:51 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:08:50 on modular [Seed = 3387064035] ------------------------------------- 329378/135 Total time: 0.210 seconds, Total memory usage: 3.50MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:08:51 2004 Input: R:=QuadraticField(29); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:08:51 on modular [Seed = 3471145445] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:08:56 2004 Input: R:=QuadraticField(29); IntegralBasis(R); O:=MaximalOrder(R); Factorization(3*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:08:56 on modular [Seed = 3286791395] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:09:14 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; 329378/24 Output: Magma V2.11-6 Mon Oct 11 2004 17:09:14 on modular [Seed = 3689966825] ------------------------------------- 329378/135 164689/12 Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:09:42 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1])); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:09:42 on modular [Seed = 3623641097] ------------------------------------- 329378/135 Total time: 0.210 seconds, Total memory usage: 3.50MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:11:43 2004 Input: R:=QuadraticField(41); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:11:43 on modular [Seed = 4224732604] ------------------------------------- [ 1, 1/2*(s + 1) ] [ , ] Total time: 0.200 seconds, Total memory usage: 3.56MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:12:43 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:12:43 on modular [Seed = 4141695221] ------------------------------------- vol( y: -2 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.190 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:12:50 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:12:49 on modular [Seed = 2342534546] ------------------------------------- vol( y: -2 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:12:53 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:12:53 on modular [Seed = 2158704285] ------------------------------------- vol( y: -2 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:13:47 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:13:47 on modular [Seed = 2629249631] ------------------------------------- vol( y: -2 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '130.132' ************** MAGMA ***************** Host 130.132.58.126 (130.132.58.126) Time: Mon Oct 11 17:13:50 2004 Input: M:=ModularForms(1,12) Output: Magma V2.11-6 Mon Oct 11 2004 17:13:50 on modular [Seed = 2444896087] ------------------------------------- Total time: 0.210 seconds, Total memory usage: 3.56MB '130.132' ************** MAGMA ***************** Host 130.132.58.126 (130.132.58.126) Time: Mon Oct 11 17:14:11 2004 Input: M:=ModularForms(1,12); Basis(M); Output: Magma V2.11-6 Mon Oct 11 2004 17:14:11 on modular [Seed = 2777551694] ------------------------------------- [ 1 + 196560*q^2 + 16773120*q^3 + 398034000*q^4 + 4629381120*q^5 + 34417656000*q^6 + 187489935360*q^7 + O(q^8), q - 24*q^2 + 252*q^3 - 1472*q^4 + 4830*q^5 - 6048*q^6 - 16744*q^7 + O(q^8) ] Total time: 0.210 seconds, Total memory usage: 3.86MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:15:25 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,1]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:15:25 on modular [Seed = 3030319633] ------------------------------------- vol( y: -2 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:17:38 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,5]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:17:38 on modular [Seed = 1534124642] ------------------------------------- -144 Total time: 0.210 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:18:10 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,6]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:18:10 on modular [Seed = 1451093903] ------------------------------------- vol( y: 4 ) >> b:=J[2]; ^ Runtime error in '[]': Sequence element 2 not defined >> &+T; ^ User error: Identifier 'T' has not been declared or assigned Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:18:25 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,7]); v3:=Matrix(A,2,1,[1,1]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:18:25 on modular [Seed = 1765986435] ------------------------------------- -144 Total time: 0.200 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:18:54 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,7]); v3:=Matrix(A,2,1,[5,9]); v4:=Matrix(A,2,1,[1,2]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:18:53 on modular [Seed = 1716379536] ------------------------------------- -144 Total time: 0.200 seconds, Total memory usage: 3.50MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:19:43 2004 Input: R:=QuadraticField(41); IntegralBasis(R); O:=MaximalOrder(R); Factorization(3*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:19:42 on modular [Seed = 1935198934] ------------------------------------- [ 1, 1/2*(s + 1) ] [ ] Total time: 0.200 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:20:37 2004 Input: R:=QuadraticField(41); IntegralBasis(R); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:20:36 on modular [Seed = 1969147162] ------------------------------------- [ 1, 1/2*(s + 1) ] [ , ] Total time: 0.210 seconds, Total memory usage: 3.56MB '144.92.' ************** MAGMA ***************** Host 144.92.166.218 (144.92.166.218) Time: Mon Oct 11 17:21:12 2004 Input: R:=QuadraticField(41); O:=MaximalOrder(R); Factorization(2*O); Output: Magma V2.11-6 Mon Oct 11 2004 17:21:11 on modular [Seed = 2865164] ------------------------------------- [ , ] Total time: 0.220 seconds, Total memory usage: 3.56MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:31:08 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,0]); v2:=Matrix(A,2,1,[2,7]); v3:=Matrix(A,2,1,[5,17]); v4:=Matrix(A,2,1,[1,31]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:31:08 on modular [Seed = 4057615143] ------------------------------------- -144 Total time: 0.220 seconds, Total memory usage: 3.50MB '128.135' ************** MAGMA ***************** Host 128.135.149.106 (128.135.149.106) Time: Mon Oct 11 17:31:35 2004 Input: Q:=RationalField(); R:=PolynomialRing(Q); A:=quo; r:=function(K) a:=K[1]; b:=K[2]; c:=K[3]; d:=K[4]; return ((b[2][1]/b[1][1])-(c[2][1]/c[1][1]))*((d[2][1]/d[1][1])-(a[2][1]/ a[1][1]))/(((b[2][1]/b[1][1])-(a[2][1]/a[1][1]))*((d[2][1]/d[1][1])- (c[2][1]/c[1][1]))); end function; h1:=Matrix(A,2,2,[1+e,0,0,1]); h2:=Matrix(A,2,2,[1,e,0,1]); h3:=Matrix(A,2,2,[1,0,e,1]); h:=[h1,h2,h3]; v1:=Matrix(A,2,1,[1,83]); v2:=Matrix(A,2,1,[2,7]); v3:=Matrix(A,2,1,[5,17]); v4:=Matrix(A,2,1,[1,31]); v:=[v1,v2,v3,v4]; G3:=Sym(3); G4:=Sym(4); S:={:x in G3,y in G4}; lst:=function(t) return [v[1^t[2]],h[1^t[1]]*v[2^t[2]],h[1^t[1]]*h[2^t[1]]*v[3^t[2]],h[1^t[1]]*h [2^t[1]]*h[3^t[1]]*v[4^t[2]]]; end function; vol:=function(y) J:=Coefficients(y); a:=J[1]; b:=J[2]; return b^3/(a^2*(1-a)^2); end function; T:=[Sign(x[1])*vol(r(lst(x))):x in S]; &+T; Output: Magma V2.11-6 Mon Oct 11 2004 17:31:35 on modular [Seed = 4158410027] ------------------------------------- -144 Total time: 0.200 seconds, Total memory usage: 3.50MB